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href="/forschung/13971.php">Computational Science and Mathematical Methods</a></li></ul></section> <div class="side-widgets-trigger"></div> <section class="content-wrap" role="main" id="main_content" tabindex="-1"> <div class="content">  <section class="KIT_section mobile-entries full" id="div_14149" style="display:block"> <h2 style="display:none; visibility:hidden"> </h2> <div class="content-wrap" style="padding: 0;"> </div> </section> <div data-selectorid="13972" class="KIT_section text full" ><a id="block13972" name="block13972"></a><h1>Willkommen bei der CSMM-Arbeitsgruppe</h1><div class="firstline">Computational Science and Mathematical Methods</div><div class="horizont"><div class="foto"><figure><picture><img src="/img/CSMM/CSMM_groupPic2024.jpg" alt="CSMM Gruppenbilder" loading="lazy"></picture></figure></div></div><div class="text "><p style="margin-bottom:11px"><span style="line-height:107%"><span lang="EN-GB"><span style="line-height:107%"></span></span></span></p> <div class="text"> <p>Die Forschungsgruppe <em>Computational Science and Mathematical Methods</em> (CSMM) unter der Leitung von <a href="https://www.scc.kit.edu/personen/martin.frank.php?tab=%5B11247%5D#tabpanel-11247">Prof. Dr. Martin Frank</a> ist eine interdisziplinäre Forschungsgruppe, die an verschiedenen Herausforderungen in der mathematischen Modellierung arbeitet. Die Gruppe vereint Forschende der Abteilung <em><em>Scientific Computing and Mathematics </em></em>(<a href="https://www.scc.kit.edu/ueberuns/scm.php">SCM</a>/SCC), des <em>Instituts für Angewandte und Numerische Mathematik</em> (IANM) sowie externe Partner aus Industrie und Wissenschaft (s. Tab Netzwerk unten). Uns eint das Interesse an methodenorientierter Mathematik, an mathematischer Modellierung, die von Anwendungen inspiriert ist und an der Didaktik der mathematischen Modellierung.</p> <p>Unsere Forschung konzentriert sich darauf, moderne mathematische Techniken wie Modellierung, Simulation, Optimierung, inverse Probleme, Unsicherheitsquantifizierung und maschinelles Lernen/künstliche Intelligenz in die Praxis zu bringen. Sowohl durch die Vermittlung an Studierende in Schulen und Universitäten als auch durch das Vorantreiben der Forschung in relevanten Anwendungsfeldern. Darüber hinaus interessieren wir uns für die kinetische Theorie, entwickeln Modelle, numerische Methoden und Softwareimplementierungen und kombinieren diese mit den oben genannten Techniken.</p> <p>Hier auf unserer Website können Sie unsere Forschungsaktivitäten verfolgen, sich über unser Lehrangebot informieren, sowie aktuell ausgeschriebene Stellen und Abschlussarbeiten finden.</p> </div> <p style="margin-bottom:11px"><span style="line-height:107%"><span lang="EN-GB"><span style="line-height:107%"></span></span></span></p></div></div>  <div class="KIT_section tabs full" id="div_14757" role="tablist"> <div class="tab-navigation"> <ul class="tab-navigation-items" role="tablist"> <li class="tab-navigation-item"><a href="#tabpanel-14650" aria-controls="tabpanel-14650" id="tab-14650" aria-selected="false" role="tab" tabindex="-1"><span>Projekte</span></a></li> <li class="tab-navigation-item"><a href="#tabpanel-14116" aria-controls="tabpanel-14116" id="tab-14116" aria-selected="false" role="tab" tabindex="-1"><span>Publikationen</span></a></li> <li class="tab-navigation-item"><a href="#tabpanel-14114" aria-controls="tabpanel-14114" id="tab-14114" aria-selected="false" role="tab" tabindex="-1"><span>Software</span></a></li> <li class="tab-navigation-item"><a href="#tabpanel-14112" aria-controls="tabpanel-14112" id="tab-14112" aria-selected="false" role="tab" tabindex="-1"><span>Team</span></a></li> <li class="tab-navigation-item"><a href="#tabpanel-14120" aria-controls="tabpanel-14120" id="tab-14120" aria-selected="false" role="tab" tabindex="-1"><span>Lehre</span></a></li> <li class="tab-navigation-item"><a href="#tabpanel-14152" aria-controls="tabpanel-14152" id="tab-14152" aria-selected="false" role="tab" tabindex="-1"><span>Netzwerk</span></a></li> <li class="tab-navigation-item"><a href="#tabpanel-14118" aria-controls="tabpanel-14118" id="tab-14118" aria-selected="false" role="tab" tabindex="-1"><span>Karriere</span></a></li> </ul> </div> <div>  <div class="tab-panel" id="tabpanel-14650" aria-labelledby="tab-14650" role="tabpanel" tabindex="-1" hidden="hidden">  <div data-selectorid="14665" class="KIT_section text full" ><a id="block14665" name="block14665"></a><h1>Automatische Segmentierung klinischer Zielvolumen</h1><div class="content" style="-ms-grid-columns: (1fr)[12];grid-template-columns: repeat(12, 1fr)"><div class="third">  <figure class="bildbox shadow"> <div class="container"> <picture> <a class="kit_fancybox" data-fancybox="gallery" data-caption="Segmentierung" href="/img/CSMM/ExampleData3_cut.png"><img src="/img/CSMM/ExampleData3_cut.png" alt="CSMM_Projekt_CTVdelineation" width="358" height="319" loading="lazy"></a> </picture> </div> <figcaption> Segmentierung </figcaption> </figure>  </div><div class="text two-third"><p style="margin-bottom:11px"><span style="line-height:107%">Die präzise Abgrenzung zwischen krebsartigem Gewebe (CTV) und gesundem Gewebe ist bei der Strahlentherapie notwendig, um sowohl Nebenwirkungen als auch das Wiederauftreten eines Tumors zu verhindern. Diese Aufgabe ist für Menschen und für maschinelle Lernalgorithmen schwierig. Expertenrichtlinien existieren, um einen erstklassigen Standard im klinischen Alltag zu etablieren. Das Ziel des Forschungsprojekts ist die Kombination menschlichen Expertenwissen mit neuronalen Netzen, die in der medizinischen Bildsegmentierung Anwendung finden. Im Rahmen der <a href="https://www.hidss4health.de/">HIDSS4Health</a> findet das Prjekt in Kooperation zwischen KIT und dem <a href="https://www.dkfz.de/de/index.html">Deutschen Krebsforschungszentrum</a> statt.</span></p> <p style="margin-bottom:11px"><strong>Assoziiert:</strong> Alexandra Walter</p></div></div></div>  <div data-selectorid="14115" class="KIT_section text full" ><a id="block14115" name="block14115"></a><h1>CAMMP</h1><div class="content" style="-ms-grid-columns: (1fr)[12];grid-template-columns: repeat(12, 1fr)"><div class="third">  <figure class="bildbox shadow"> <div class="container"> <picture> <a class="kit_fancybox" data-fancybox="gallery" data-caption="CAMMP " href="/img/CSMM/cammp_large.png"><img src="/img/CSMM/cammp_large.png" alt="CAMMP Logo" width="800" height="794" loading="lazy"></a> </picture> </div> <figcaption> CAMMP </figcaption> </figure>  </div><div class="text two-third"><p><a href="/forschung/CAMMP.php" target="_top">CAMMP</a> steht für <strong>Computational and Mathematical Modeling Program</strong>. Es ist ein außerschulisches Angebot des Karlsruher Instituts für Technologie (KIT) für Schüler:innen verschiedener Altersstufen. Wir wollen die gesellschaftliche Bedeutung von Mathematik und Simulationswissenschaften bewusst machen. Dazu setzen sich die Schüler:innen in verschiedenen Veranstaltungsformaten gemeinsam mit Lehrkräften aktiv mit der Problemlösung mit Hilfe von mathematischer Modellierung und Computernutzung auseinander. Dabei setzen sie sich mit realen Problemen aus Alltag, Industrie oder Forschung auseinander.<br /> <br /> <strong>Assoziiert:</strong> <a href="/personen/13718.php">Stephanie Hofmann</a>, <a href="/personen/15248.php">Stephan Kindler</a>, <a href="/ueberuns/rg-csmm.php">Jakim Eckert</a></p></div></div></div>  <div data-selectorid="14581" class="KIT_section text full" ><a id="block14581" name="block14581"></a><h1>Helmholtz UQ</h1><div class="content" style="-ms-grid-columns: (1fr)[12];grid-template-columns: repeat(12, 1fr)"><div class="third">  <figure class="bildbox shadow"> <div class="container"> <picture> <a class="kit_fancybox" data-fancybox="gallery" data-caption="Helmholtz UQ" href="/img/CSMM/logoUQ_short.png"><img src="/img/CSMM/logoUQ_short.png" width="945" height="383" loading="lazy"></a> </picture> </div> <figcaption> Helmholtz UQ </figcaption> </figure>  </div><div class="text two-third"><p>Helmholtz UQ befasst sich mit der Unsicherheit in Daten, Analysen und Vorhersagen aus verschiedenen Bereichen, die durch unsere Anwendungsfälle repräsentiert werden. Wir erforschen Gemeinsamkeiten bei der Abschätzung und dem Umgang mit Unsicherheit in diesen Bereichen und lernen aus möglichen Unterschieden.</p> <p>Der Internetauftritt von Helmholtz UQ kann <a href="https://www.helmholtz-uq.de/">hier</a> eingesehen werden.</p> <p><strong>Assoziiert:</strong> Maqsood Rajput, Jonas Kusch</p></div></div></div>  <div data-selectorid="15537" class="KIT_section text full" ><a id="block15537" name="block15537"></a><h1>Inverse Radiotherapieplanung durch ML-Modelle zur Vorhersage des therapeutischen Erfolgs</h1><div class="content" style="-ms-grid-columns: (1fr)[12];grid-template-columns: repeat(12, 1fr)"><div class="third">  <figure class="bildbox shadow"> <div class="container"> <picture> <a class="kit_fancybox" data-fancybox="gallery" data-caption="Inverse Radiotherapieplanung durch ML-Modelle zur Vorhersage des therapeutischen Erfolgs" href="/img/CSMM/ProjImg_Ortkamp_rdax_1200x900s.jpg"><img src="/img/CSMM/ProjImg_Ortkamp_rdax_1200x900s.jpg" alt="Bild Projekt Inverse Radiotherapieplanung" width="1200" height="900" loading="lazy"></a> </picture> </div> <figcaption> Inverse Radiotherapieplanung durch ML-Modelle zur Vorhersage des therapeutischen Erfolgs </figcaption> </figure>  </div><div class="text two-third"><p>Die Hälfte aller Krebspatienten erhält eine Strahlentherapie als Teil ihres Behandlungsplans. Um den Zielkonflikt zwischen hoher Tumorkontrollwahrscheinlichkeit (TCP) und geringer Normalgewebskomplikationswahrscheinlichkeit (NTCP) zu kontrollieren, berechnet und optimiert man die Strahlendosis vor der Behandlung auf der Grundlage von individuellen Patientendaten, z.B. computertomographischen Querschnittsbildern. Bestehende Ansätze zur Integration von TCP- und NTCP-Modellen in den Planungsprozess sind zwar technisch umsetzbar, beruhen aber auf niedrig-dimensionalen, oft univariaten Modellen und werden hinsichtlich ihrer Genauigkeit und Anwendbarkeit in der Behandlungsplanung immer wieder in Frage gestellt. Daher zielt das Projekt darauf ab, diese Ansätze zu übertreffen, indem modernste maschinelle Lernmodelle für TCP und NTCP in den Optimierungsprozess der Strahlentherapieplanung integriert werden. Unterstützt wird das Forschungsprojekt am KIT durch das Deutsche Krebsforschungszentrum und die HIDSS4Health.</p> <p><strong>Assoziiert:</strong> Tim Ortkamp</p></div></div></div>  <div data-selectorid="14598" class="KIT_section text full" ><a id="block14598" name="block14598"></a><h1>MINT² KA</h1><div class="content" style="-ms-grid-columns: (1fr)[12];grid-template-columns: repeat(12, 1fr)"><div class="third">  <figure class="bildbox shadow"> <div class="container"> <picture> <a class="kit_fancybox" data-fancybox="gallery" data-caption="MINT&sup2; KA" href="/img/CSMM/mint_KA.png"><img src="/img/CSMM/mint_KA.png" width="308" height="125" loading="lazy"></a> </picture> </div> <figcaption> MINT² KA </figcaption> </figure>  </div><div class="text two-third"><p>Eine herausragende Lehrerbildung in den MINT-Fächern bildet die Grundlage, um der in Deutschland dringend notwendigen Nachwuchsförderung im MINT-Bereich gerecht zu werden. Ausgangspunkt für das gemeinsame und in der Verknüpfung von Lehrerbildung und MINT-Bereich in Baden-Württemberg einzigartige Projekt <a href="http://www.mint2ka.de/">MINT²KA</a> stellen die bereits am Karlsruher Institut für Technologie (KIT) und an der Pädagogischen Hochschule Karlsruhe (PH) ansässigen Schülerlabore und Lehr-Lern-Labore dar, die im Rahmen des Projektes MINT² KA in den Fächern Mathematik, Chemie und Physik ausgebaut, weiterentwickelt und auf jeweils weitere Schulstufen ausgedehnt werden.</p> <p><strong>Assoziiert: </strong>Maren Hattebuhr, Kirsten Wohak, Sarah Schönbrodt</p></div></div></div>  <div data-selectorid="14706" class="KIT_section text full" ><a id="block14706" name="block14706"></a><h1>QUANTOM</h1><div class="content" style="-ms-grid-columns: (1fr)[12];grid-template-columns: repeat(12, 1fr)"><div class="third">  <figure class="bildbox shadow"> <div class="container"> <picture> <a class="kit_fancybox" data-fancybox="gallery" data-caption="QUANTOM Fassmessanlage" href="/img/CSMM/quantom.jpg"><img src="/img/CSMM/quantom.jpg" alt="QUANTOM Fassmessanlage" width="934" height="822" loading="lazy"></a> </picture> </div> <figcaption> QUANTOM Fassmessanlage </figcaption> </figure>  </div><div class="text two-third"><p>Die Zielstellung des Projektes <a href="https://www.nuclear-training.de/forschungsprojekte-details/quantom.html">QUANTOM®</a> ist dem Forschungsfeld „Zerstörungsfreie Deklaration bzw. Analyse von (Alt-)Abfällen“ der Fördermaßnahme „FORKA – Forschung für den Rückbau kerntechnischer Anlagen“ zuzuordnen. Das Projekt wird vom Bundesministerium für Bildung und Forschung (BMBF) gefördert. Die Framatome GmbH, die Aachen Institute for Nuclear Training GmbH und das Fraunhofer-Institut für Naturwissenschaftlich-Technische Trendanalysen kooperieren als Verbundpartner zur Entwicklung einer innovativen Messanlage für die zerstörungsfreie stoffliche Beschreibung und Plausibilitätsprüfung von radioaktiven Abfällen, verpackt in 200-l-Stahlfässern. Ziel des Projekts ist die Entwicklung, der Aufbau und die Erprobung der Fassmessanlage.</p> <p><strong>Assoziiert:</strong> Alexander Jesser</p></div></div></div>  <div data-selectorid="14696" class="KIT_section text full" ><a id="block14696" name="block14696"></a><h1>SFB Projekt B9</h1><div class="content" style="-ms-grid-columns: (1fr)[12];grid-template-columns: repeat(12, 1fr)"><div class="third">  <figure class="bildbox shadow"> <div class="container"> <picture> <a class="kit_fancybox" data-fancybox="gallery" data-caption="SFB Projekt B9" href="/img/CSMM/B9_picture.png"><img src="/img/CSMM/B9_picture.png" width="503" height="502" loading="lazy"></a> </picture> </div> <figcaption> SFB Projekt B9 </figcaption> </figure>  </div><div class="text two-third"><p>Ziel des Projekts B9 ist die Anwendung, Anpassung und Implementierung der dynamischen Low-Rank-Methode für die Simulation von Strahlungswärmewellen. Strahlungswärmewellen entstehen, wenn Strahlung von einer heißen Quelle in ein kaltes Material eindringt. Physikalische Phänomene, bei denen Strahlungswärmewellen beobachtet werden, sind unter anderem in der Plasma- und Astrophysik zu finden. Bei der Simulation dieser Wellen ergeben sich verschiedene Herausforderungen. Erstens ist der Phasenraum hochdimensional, da er neben Raum und Zeit auch die Richtungen umfasst, in die sich Strahlungsteilchen sowie Energie bewegen können. Zweitens werden die Wechselwirkungen der Teilchen mit dem Material durch stark oszillierende Wirkungsquerschnitte beschrieben, die eine fein aufgelöste numerische Diskretisierung erfordern. Wir gehen diese Herausforderungen an, indem wir die dynamische Low-Rank-Methode auf dieses Problem anwenden, die die Dynamik eines gegebenen Systems auf einer Low-Rank-Mannigfaltigkeit entfaltet. Diese Strategie reduziert die numerischen Kosten und den Speicherbedarf erheblich und ermöglicht gleichzeitig eine zufriedenstellende Lösungsapproximation.<br /> <br /> <strong>Assoziiert: </strong>Chinmay Patwardhan, Pia Stammer</p></div></div></div>  <div data-selectorid="14699" class="KIT_section text full" ><a id="block14699" name="block14699"></a><h1>Unsicherheitsquantifizierung in der Strahlentherapie</h1><div class="content" style="-ms-grid-columns: (1fr)[12];grid-template-columns: repeat(12, 1fr)"><div class="third">  <figure class="bildbox shadow"> <div class="container"> <picture> <a class="kit_fancybox" data-fancybox="gallery" data-caption="Dosis Varianz in Prostata Patient" href="/img/CSMM/Prostrate_Var_Ref_zoom.png"><img src="/img/CSMM/Prostrate_Var_Ref_zoom.png" width="1094" height="938" loading="lazy"></a> </picture> </div> <figcaption> Dosis Varianz in Prostata Patient </figcaption> </figure>  </div><div class="text two-third"><p>Die Strahlentherapie ist einer der Eckpfeiler der modernen Krebsbehandlung, die bei 50 % aller Patienten angewandt wird. Sie beruht auf einem computergestützten Patientenmodell und einer quantitativen, räumlichen Simulation der in den Körper des Patienten abgegebenen Strahlendosis. Dies ermöglicht eine computergestützte Optimierung jeder einzelnen Strahlenbehandlung vor Beginn der Therapie. In der klinischen Praxis berücksichtigt die Behandlungsoptimierung jedoch nur ein einziges "best guess"-Behandlungsszenario und vernachlässigt eine Reihe von Unsicherheitsquellen entlang des Workflows. Ziel des Projektes ist die Entwicklung einer effizienten Berechnungspipeline für das Unsicherheitsmanagement in der Ionenstrahltherapie, die auf Monte-Carlo-Algorithmen zur Dosisberechnung basiert. Hierfür sollen modernste Methoden aus der mathematischen Unsicherheitsquantifizierung genutzt werden um die arithmetische Last der beteiligten Sampling-Prozesse um Größenordnungen zu reduzieren.</p> <p>Das Forschungsprojekt ist eine Kooperation des KIT mit dem <a href="https://www.dkfz.de/de/index.html">Deutschen Krebsforschungszentrum</a> im Rahmen der <a href="https://www.hidss4health.de/">HIDSS4Health</a>.</p> <p><strong>Assoziiert:</strong> Pia Stammer</p></div></div></div>  <div data-selectorid="14709" class="KIT_section text full" ><a id="block14709" name="block14709"></a><h1>ZEBRA</h1><div class="content" style="-ms-grid-columns: (1fr)[12];grid-template-columns: repeat(12, 1fr)"><div class="third">  <figure class="bildbox shadow"> <div class="container"> <picture> <a class="kit_fancybox" data-fancybox="gallery" data-caption="Erdprobe" href="/img/CSMM/zebra.jpg"><img src="/img/CSMM/zebra.jpg" alt="ZEBRA Erdprobe" width="800" height="600" loading="lazy"></a> </picture> </div> <figcaption> Erdprobe </figcaption> </figure>  </div><div class="text two-third"><p>Im Rahmen des Leitmarktwettbewerbes EnergieUmweltwirtschaft.NRW fördert das Land NRW mit Mitteln der Europäischen Union innovative Entwicklungen im Bereich der Umwelttechnologien. Gemeinsam mit der <a href="https://www.nuclear-training.de/forschungsprojekte-details/zebra.html">AiNT GmbH</a> führt das SCC in diesem Rahmen das Projekt ZEBRA (Zerstörungsfreie Elementanalyse zur Bestimmung von Rohstoffen und Altlasten) durch. Innerhalb des Forschungsprojektes ZEBRA wird für die Umwelt- und Gefahrstoffanalytik eine innovative Messanlage entwickelt. Diese Messanlage basiert auf der prompten und verzögerten Gamma-Neutronen-Aktivierungs-Analyse (P&DGNAA). Das Projekt umfasst die Errichtung und den Testbetrieb der Messanlage und die Entwicklung neuer analytischer Methoden für die Bestimmung der Massenanteile sämtlicher Elemente des Periodensystems.</p> <p><strong>Assoziiert:</strong> Jannick Wolters, Alexander Jesser</p></div></div></div> </div>   <div class="tab-panel" id="tabpanel-14116" aria-labelledby="tab-14116" role="tabpanel" tabindex="-1" hidden="hidden">  <div class="KIT_section table-container text full" data-selectorid="14141"> <a name="block14141"></a> <script type="text/javascript"> var text_entity_decode_14141 = document.createElement("textarea"); function entity_decode_14141(str) { text_entity_decode_14141.innerHTML = str; return text_entity_decode_14141.value; } function strip_tags_14141(input, allowed) { allowed = (((allowed || "") + "").toLowerCase().match(/<[a-z][a-z0-9]*>/g) || []).join(''); var tags = /<\/?([a-z][a-z0-9]*)\b[^>]*>/gi, commentsAndPhpTags = /|<\?(?:php)?[\s\S]*?\?>/gi; return input.replace(commentsAndPhpTags, '').replace(tags, function ($0, $1) { return allowed.indexOf('<' + $1.toLowerCase() + '>') > -1 ? 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Applied Mathematics in Science and Engineering, 32 (1), Article no: 2336170. <a href="https://doi.org/10.1080/27690911.2024.2336170">doi:10.1080/27690911.2024.2336170</a> <a href="https://publikationen.bibliothek.kit.edu/1000170329/152753886"><svg xmlns="http://www.w3.org/2000/svg" class="kit-publications-pdf-icon" style="width: 1em; height: 1em;" viewBox="0 0 1792 1792" role="img" aria-labelledby="kit-publications-pdf-icon-title-1000170329 kit-publications-pdf-icon-desc-1000170329"><title id="kit-publications-pdf-icon-title-1000170329">Volltext</title><desc id="kit-publications-pdf-icon-desc-1000170329">Volltext der Publikation als PDF-Dokument</desc><path class="kit-publications-document" fill="currentColor" d="M1596 380q28 28 48 76t20 88v1152q0 40-28 68t-68 28h-1344q-40 0-68-28t-28-68v-1600q0-40 28-68t68-28h896q40 0 88 20t76 48zm-444-244v376h376q-10-29-22-41l-313-313q-12-12-41-22zm384 1528v-1024h-416q-40 0-68-28t-28-68v-416h-768v1536h1280z"></path><path class="kit-publications-pdf-loop" fill="currentColor" transform="scale(149.33333,149.33333)" d="M 2.9207273,10.26846 C 2.8540792,10.252051 2.6479453,10.143928 2.6161614,10.108707 2.5725925,10.060427 2.5683857,9.9284956 2.6067401,9.8132406 2.6682152,9.6285079 2.9012597,9.3103129 3.1084212,9.1282537 3.3027013,8.9575151 3.6088075,8.7493984 3.8278651,8.6391152 c 0.075119,-0.037818 0.1265162,-0.030412 0.1502371,0.02165 0.027554,0.060475 0.00889,0.084293 0.2115585,-0.2700181 C 4.4657753,7.9080285 4.755206,7.3398995 4.9674545,6.864 5.0998465,6.5671533 5.204746,6.2938678 5.3204511,5.9443689 L 5.4250641,5.6283743 5.3683321,5.4061871 C 5.2518175,4.9498662 5.2049494,4.5671144 5.2150481,4.1543814 5.2264374,3.688901 5.2929369,3.5029942 5.468814,3.4449495 5.547842,3.4188679 5.7603647,3.4333715 5.830553,3.4696363 5.9562721,3.534593 6.0175951,3.7063539 5.9830451,3.8967563 5.9736122,3.9487403 5.9601494,4.168 5.9531277,4.384 5.9386589,4.8290813 5.9208323,5.0940295 5.8857456,5.3854676 5.8579503,5.6163421 5.8509372,5.5804196 5.9926557,5.9330909 6.1784634,6.3954793 6.4315855,6.7925396 6.7115572,7.0607969 6.8401329,7.183993 7.0333697,7.3266297 7.2619121,7.4670387 l 0.1375486,0.084505 0.2188151,-0.019837 c 0.3145041,-0.028513 0.8871242,-0.025169 1.1026301,0.00644 0.4205006,0.061674 0.6407873,0.1906815 0.6953063,0.4071961 0.013481,0.053535 0.012018,0.080368 -0.00818,0.1501051 -0.013529,0.046704 -0.029622,0.091462 -0.035762,0.099462 -0.00614,0.008 -0.015338,0.032041 -0.020439,0.053424 C 9.315254,8.4016593 9.0901043,8.4745389 8.7372772,8.4472598 8.3826886,8.4198444 7.8349562,8.2534842 7.408,8.0435242 L 7.2552727,7.9684192 7.0589091,7.9914966 C 6.2763636,8.0834641 5.5086556,8.2436964 4.8552727,8.4514289 l -0.2327272,0.073992 -0.109091,0.182214 C 4.3655162,8.9547354 4.1283334,9.3099537 3.9817134,9.504 3.5516457,10.073179 3.1889593,10.334502 2.9207273,10.26846 Z M 3.2715497,9.7076364 C 3.4340684,9.5468576 3.6180073,9.313544 3.8034985,9.0328966 3.8584272,8.9497897 3.9000771,8.8785014 3.8960538,8.8744781 3.8719084,8.8503327 3.4238262,9.2846416 3.2577328,9.4931783 3.135093,9.6471572 2.9861818,9.8781223 2.9861818,9.9143609 c 0,0.04257 0.1246532,-0.047731 0.2853679,-0.2067245 z m 1.827532,-1.6146946 c 0.435965,-0.1599907 1.004187,-0.3187047 1.436191,-0.4011529 0.092,-0.017558 0.1719036,-0.035952 0.1775637,-0.040875 0.00566,-0.00492 -0.042034,-0.051 -0.1059872,-0.1023934 C 6.3029187,7.3042775 5.9983818,6.9160093 5.7735121,6.4860608 5.7173952,6.3787658 5.6755351,6.3135014 5.6709734,6.3261916 5.4430976,6.960113 5.2699308,7.3502342 4.9807578,7.8811521 4.8917409,8.0445859 4.8189091,8.1804041 4.8189091,8.1829703 c 0,0.01114 0.036137,-4.727e-4 0.2801726,-0.090028 z m 4.0653727,0.00379 C 9.1547404,8.067142 9.0669284,8.0144612 8.9874673,7.9905479 8.8302256,7.9432271 8.1784041,7.886094 8.2152727,7.9228641 8.2494481,7.9569481 8.6557568,8.073834 8.826488,8.098697 c 0.1419718,0.020675 0.3450129,0.019492 0.3379664,-0.00197 z M 5.6916988,4.3549091 c 0.025619,-0.16 0.052343,-0.3017352 0.059387,-0.3149671 0.025738,-0.048351 -0.04688,-0.3032147 -0.086395,-0.3032147 -0.019755,0 -0.045225,0.1014181 -0.063331,0.2521684 -0.013283,0.1105991 -0.013201,0.1947949 3.607e-4,0.3709091 0.015969,0.2073814 0.028751,0.3015018 0.039414,0.2902267 0.00219,-0.00232 0.024945,-0.1351224 0.050564,-0.2951224 z"></path></svg></a> <a href="#"><svg xmlns="http://www.w3.org/2000/svg" class="kit-publications-sharing-icon" data-url="https://dbkit.bibliothek.kit.edu/api/v1/vv_veroeff/anonymous/sharing_menu" data-id="1000170329" data-lang="de" style="width: 1em; 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J.; Frank, M.; Simonis, S.<br>2024. 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Schönbrodt, S.<br>2024. Mitteilungen der Deutschen Mathematiker-Vereinigung, 32 (2), 124–126. <a href="https://doi.org/10.1515/dmvm-2024-0037">doi:10.1515/dmvm-2024-0037</a> <a href="#"><svg xmlns="http://www.w3.org/2000/svg" class="kit-publications-sharing-icon" data-url="https://dbkit.bibliothek.kit.edu/api/v1/vv_veroeff/anonymous/sharing_menu" data-id="1000173722" data-lang="de" style="width: 1em; height: 1em; display: none;" viewBox="0 0 1792 1792" role="img" aria-labelledby="kit-publications-sharing-icon-title-1000173722 kit-publications-sharing-icon-desc-1000173722"><title id="kit-publications-sharing-icon-title-1000173722">Teilen</title><desc id="kit-publications-sharing-icon-desc-1000173722">Publikation exportieren/teilen</desc><path fill="currentColor" d="M1344 1024q133 0 226.5 93.5t93.5 226.5-93.5 226.5-226.5 93.5-226.5-93.5-93.5-226.5q0-12 2-34l-360-180q-92 86-218 86-133 0-226.5-93.5t-93.5-226.5 93.5-226.5 226.5-93.5q126 0 218 86l360-180q-2-22-2-34 0-133 93.5-226.5t226.5-93.5 226.5 93.5 93.5 226.5-93.5 226.5-226.5 93.5q-126 0-218-86l-360 180q2 22 2 34t-2 34l360 180q92-86 218-86z"></path></svg></a></div> </div> <div class="kit-publications-publication"> <div class="csl-entry" data-kit-publications-publication-id="1000168151"> <b><a href="https://publikationen.bibliothek.kit.edu/1000168151">Essential parameters needed for a U-Net-based segmentation of individual bones on planning CT images in the head and neck region using limited datasets for radiotherapy application</a></b><br>Yawson, A. K.; Walter, A.; Wolf, N.; Klüter, S.; Hoegen, P.; Adeberg, S.; Debus, J.; Frank, M.; Jäkel, O.; Giske, K.<br>2024. Physics in Medicine & Biology, 69 (3), Art.-Nr.: 035008. <a href="https://doi.org/10.1088/1361-6560/ad1996">doi:10.1088/1361-6560/ad1996</a> <a href="https://publikationen.bibliothek.kit.edu/1000168151/152195604"><svg xmlns="http://www.w3.org/2000/svg" class="kit-publications-pdf-icon" style="width: 1em; height: 1em;" viewBox="0 0 1792 1792" role="img" aria-labelledby="kit-publications-pdf-icon-title-1000168151 kit-publications-pdf-icon-desc-1000168151"><title id="kit-publications-pdf-icon-title-1000168151">Volltext</title><desc id="kit-publications-pdf-icon-desc-1000168151">Volltext der Publikation als PDF-Dokument</desc><path class="kit-publications-document" fill="currentColor" d="M1596 380q28 28 48 76t20 88v1152q0 40-28 68t-68 28h-1344q-40 0-68-28t-28-68v-1600q0-40 28-68t68-28h896q40 0 88 20t76 48zm-444-244v376h376q-10-29-22-41l-313-313q-12-12-41-22zm384 1528v-1024h-416q-40 0-68-28t-28-68v-416h-768v1536h1280z"></path><path class="kit-publications-pdf-loop" fill="currentColor" transform="scale(149.33333,149.33333)" d="M 2.9207273,10.26846 C 2.8540792,10.252051 2.6479453,10.143928 2.6161614,10.108707 2.5725925,10.060427 2.5683857,9.9284956 2.6067401,9.8132406 2.6682152,9.6285079 2.9012597,9.3103129 3.1084212,9.1282537 3.3027013,8.9575151 3.6088075,8.7493984 3.8278651,8.6391152 c 0.075119,-0.037818 0.1265162,-0.030412 0.1502371,0.02165 0.027554,0.060475 0.00889,0.084293 0.2115585,-0.2700181 C 4.4657753,7.9080285 4.755206,7.3398995 4.9674545,6.864 5.0998465,6.5671533 5.204746,6.2938678 5.3204511,5.9443689 L 5.4250641,5.6283743 5.3683321,5.4061871 C 5.2518175,4.9498662 5.2049494,4.5671144 5.2150481,4.1543814 5.2264374,3.688901 5.2929369,3.5029942 5.468814,3.4449495 5.547842,3.4188679 5.7603647,3.4333715 5.830553,3.4696363 5.9562721,3.534593 6.0175951,3.7063539 5.9830451,3.8967563 5.9736122,3.9487403 5.9601494,4.168 5.9531277,4.384 5.9386589,4.8290813 5.9208323,5.0940295 5.8857456,5.3854676 5.8579503,5.6163421 5.8509372,5.5804196 5.9926557,5.9330909 6.1784634,6.3954793 6.4315855,6.7925396 6.7115572,7.0607969 6.8401329,7.183993 7.0333697,7.3266297 7.2619121,7.4670387 l 0.1375486,0.084505 0.2188151,-0.019837 c 0.3145041,-0.028513 0.8871242,-0.025169 1.1026301,0.00644 0.4205006,0.061674 0.6407873,0.1906815 0.6953063,0.4071961 0.013481,0.053535 0.012018,0.080368 -0.00818,0.1501051 -0.013529,0.046704 -0.029622,0.091462 -0.035762,0.099462 -0.00614,0.008 -0.015338,0.032041 -0.020439,0.053424 C 9.315254,8.4016593 9.0901043,8.4745389 8.7372772,8.4472598 8.3826886,8.4198444 7.8349562,8.2534842 7.408,8.0435242 L 7.2552727,7.9684192 7.0589091,7.9914966 C 6.2763636,8.0834641 5.5086556,8.2436964 4.8552727,8.4514289 l -0.2327272,0.073992 -0.109091,0.182214 C 4.3655162,8.9547354 4.1283334,9.3099537 3.9817134,9.504 3.5516457,10.073179 3.1889593,10.334502 2.9207273,10.26846 Z M 3.2715497,9.7076364 C 3.4340684,9.5468576 3.6180073,9.313544 3.8034985,9.0328966 3.8584272,8.9497897 3.9000771,8.8785014 3.8960538,8.8744781 3.8719084,8.8503327 3.4238262,9.2846416 3.2577328,9.4931783 3.135093,9.6471572 2.9861818,9.8781223 2.9861818,9.9143609 c 0,0.04257 0.1246532,-0.047731 0.2853679,-0.2067245 z m 1.827532,-1.6146946 c 0.435965,-0.1599907 1.004187,-0.3187047 1.436191,-0.4011529 0.092,-0.017558 0.1719036,-0.035952 0.1775637,-0.040875 0.00566,-0.00492 -0.042034,-0.051 -0.1059872,-0.1023934 C 6.3029187,7.3042775 5.9983818,6.9160093 5.7735121,6.4860608 5.7173952,6.3787658 5.6755351,6.3135014 5.6709734,6.3261916 5.4430976,6.960113 5.2699308,7.3502342 4.9807578,7.8811521 4.8917409,8.0445859 4.8189091,8.1804041 4.8189091,8.1829703 c 0,0.01114 0.036137,-4.727e-4 0.2801726,-0.090028 z m 4.0653727,0.00379 C 9.1547404,8.067142 9.0669284,8.0144612 8.9874673,7.9905479 8.8302256,7.9432271 8.1784041,7.886094 8.2152727,7.9228641 8.2494481,7.9569481 8.6557568,8.073834 8.826488,8.098697 c 0.1419718,0.020675 0.3450129,0.019492 0.3379664,-0.00197 z M 5.6916988,4.3549091 c 0.025619,-0.16 0.052343,-0.3017352 0.059387,-0.3149671 0.025738,-0.048351 -0.04688,-0.3032147 -0.086395,-0.3032147 -0.019755,0 -0.045225,0.1014181 -0.063331,0.2521684 -0.013283,0.1105991 -0.013201,0.1947949 3.607e-4,0.3709091 0.015969,0.2073814 0.028751,0.3015018 0.039414,0.2902267 0.00219,-0.00232 0.024945,-0.1351224 0.050564,-0.2951224 z"></path></svg></a> <a href="#"><svg xmlns="http://www.w3.org/2000/svg" class="kit-publications-sharing-icon" data-url="https://dbkit.bibliothek.kit.edu/api/v1/vv_veroeff/anonymous/sharing_menu" data-id="1000168151" data-lang="de" style="width: 1em; 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Frank, M.<br>2024. Mathematik lehren, (244), 24–29 <a href="#"><svg xmlns="http://www.w3.org/2000/svg" class="kit-publications-sharing-icon" data-url="https://dbkit.bibliothek.kit.edu/api/v1/vv_veroeff/anonymous/sharing_menu" data-id="1000173719" data-lang="de" style="width: 1em; height: 1em; display: none;" viewBox="0 0 1792 1792" role="img" aria-labelledby="kit-publications-sharing-icon-title-1000173719 kit-publications-sharing-icon-desc-1000173719"><title id="kit-publications-sharing-icon-title-1000173719">Teilen</title><desc id="kit-publications-sharing-icon-desc-1000173719">Publikation exportieren/teilen</desc><path fill="currentColor" d="M1344 1024q133 0 226.5 93.5t93.5 226.5-93.5 226.5-226.5 93.5-226.5-93.5-93.5-226.5q0-12 2-34l-360-180q-92 86-218 86-133 0-226.5-93.5t-93.5-226.5 93.5-226.5 226.5-93.5q126 0 218 86l360-180q-2-22-2-34 0-133 93.5-226.5t226.5-93.5 226.5 93.5 93.5 226.5-93.5 226.5-226.5 93.5q-126 0-218-86l-360 180q2 22 2 34t-2 34l360 180q92-86 218-86z"></path></svg></a></div> </div> <div class="kit-publications-publication"> <div class="csl-entry" data-kit-publications-publication-id="1000168152"> <b><a href="https://publikationen.bibliothek.kit.edu/1000168152">Segmentation of 71 Anatomical Structures Necessary for the Evaluation of Guideline-Conforming Clinical Target Volumes in Head and Neck Cancers</a></b><br>Walter, A.; Hoegen-Saßmannshausen, P.; Stanic, G.; Rodrigues, J. P.; Adeberg, S.; Jäkel, O.; Frank, M.; Giske, K.<br>2024. 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Speck, R.; Frank, M.<br>2023. Communications in Applied Mathematics and Computational Science, 18 (1), 55 – 85. <a href="https://doi.org/10.2140/camcos.2023.18.55">doi:10.2140/camcos.2023.18.55</a> <a href="#"><svg xmlns="http://www.w3.org/2000/svg" class="kit-publications-sharing-icon" data-url="https://dbkit.bibliothek.kit.edu/api/v1/vv_veroeff/anonymous/sharing_menu" data-id="1000168653" data-lang="de" style="width: 1em; height: 1em; display: none;" viewBox="0 0 1792 1792" role="img" aria-labelledby="kit-publications-sharing-icon-title-1000168653 kit-publications-sharing-icon-desc-1000168653"><title id="kit-publications-sharing-icon-title-1000168653">Teilen</title><desc id="kit-publications-sharing-icon-desc-1000168653">Publikation exportieren/teilen</desc><path fill="currentColor" d="M1344 1024q133 0 226.5 93.5t93.5 226.5-93.5 226.5-226.5 93.5-226.5-93.5-93.5-226.5q0-12 2-34l-360-180q-92 86-218 86-133 0-226.5-93.5t-93.5-226.5 93.5-226.5 226.5-93.5q126 0 218 86l360-180q-2-22-2-34 0-133 93.5-226.5t226.5-93.5 226.5 93.5 93.5 226.5-93.5 226.5-226.5 93.5q-126 0-218-86l-360 180q2 22 2 34t-2 34l360 180q92-86 218-86z"></path></svg></a></div> </div> <div class="kit-publications-publication"> <div class="csl-entry" data-kit-publications-publication-id="1000164518"> <b><a href="https://publikationen.bibliothek.kit.edu/1000164518">ParaDiag and Collocation Methods: Theory and Implementation</a></b>. Dissertation<br>Caklovic, G.<br>2023, November 28. Karlsruher Institut für Technologie (KIT). <a href="https://doi.org/10.5445/IR/1000164518">doi:10.5445/IR/1000164518</a> <a href="https://publikationen.bibliothek.kit.edu/1000164518/151762684"><svg xmlns="http://www.w3.org/2000/svg" class="kit-publications-pdf-icon" style="width: 1em; height: 1em;" viewBox="0 0 1792 1792" role="img" aria-labelledby="kit-publications-pdf-icon-title-1000164518 kit-publications-pdf-icon-desc-1000164518"><title id="kit-publications-pdf-icon-title-1000164518">Volltext</title><desc id="kit-publications-pdf-icon-desc-1000164518">Volltext der Publikation als PDF-Dokument</desc><path class="kit-publications-document" fill="currentColor" d="M1596 380q28 28 48 76t20 88v1152q0 40-28 68t-68 28h-1344q-40 0-68-28t-28-68v-1600q0-40 28-68t68-28h896q40 0 88 20t76 48zm-444-244v376h376q-10-29-22-41l-313-313q-12-12-41-22zm384 1528v-1024h-416q-40 0-68-28t-28-68v-416h-768v1536h1280z"></path><path class="kit-publications-pdf-loop" fill="currentColor" transform="scale(149.33333,149.33333)" d="M 2.9207273,10.26846 C 2.8540792,10.252051 2.6479453,10.143928 2.6161614,10.108707 2.5725925,10.060427 2.5683857,9.9284956 2.6067401,9.8132406 2.6682152,9.6285079 2.9012597,9.3103129 3.1084212,9.1282537 3.3027013,8.9575151 3.6088075,8.7493984 3.8278651,8.6391152 c 0.075119,-0.037818 0.1265162,-0.030412 0.1502371,0.02165 0.027554,0.060475 0.00889,0.084293 0.2115585,-0.2700181 C 4.4657753,7.9080285 4.755206,7.3398995 4.9674545,6.864 5.0998465,6.5671533 5.204746,6.2938678 5.3204511,5.9443689 L 5.4250641,5.6283743 5.3683321,5.4061871 C 5.2518175,4.9498662 5.2049494,4.5671144 5.2150481,4.1543814 5.2264374,3.688901 5.2929369,3.5029942 5.468814,3.4449495 5.547842,3.4188679 5.7603647,3.4333715 5.830553,3.4696363 5.9562721,3.534593 6.0175951,3.7063539 5.9830451,3.8967563 5.9736122,3.9487403 5.9601494,4.168 5.9531277,4.384 5.9386589,4.8290813 5.9208323,5.0940295 5.8857456,5.3854676 5.8579503,5.6163421 5.8509372,5.5804196 5.9926557,5.9330909 6.1784634,6.3954793 6.4315855,6.7925396 6.7115572,7.0607969 6.8401329,7.183993 7.0333697,7.3266297 7.2619121,7.4670387 l 0.1375486,0.084505 0.2188151,-0.019837 c 0.3145041,-0.028513 0.8871242,-0.025169 1.1026301,0.00644 0.4205006,0.061674 0.6407873,0.1906815 0.6953063,0.4071961 0.013481,0.053535 0.012018,0.080368 -0.00818,0.1501051 -0.013529,0.046704 -0.029622,0.091462 -0.035762,0.099462 -0.00614,0.008 -0.015338,0.032041 -0.020439,0.053424 C 9.315254,8.4016593 9.0901043,8.4745389 8.7372772,8.4472598 8.3826886,8.4198444 7.8349562,8.2534842 7.408,8.0435242 L 7.2552727,7.9684192 7.0589091,7.9914966 C 6.2763636,8.0834641 5.5086556,8.2436964 4.8552727,8.4514289 l -0.2327272,0.073992 -0.109091,0.182214 C 4.3655162,8.9547354 4.1283334,9.3099537 3.9817134,9.504 3.5516457,10.073179 3.1889593,10.334502 2.9207273,10.26846 Z M 3.2715497,9.7076364 C 3.4340684,9.5468576 3.6180073,9.313544 3.8034985,9.0328966 3.8584272,8.9497897 3.9000771,8.8785014 3.8960538,8.8744781 3.8719084,8.8503327 3.4238262,9.2846416 3.2577328,9.4931783 3.135093,9.6471572 2.9861818,9.8781223 2.9861818,9.9143609 c 0,0.04257 0.1246532,-0.047731 0.2853679,-0.2067245 z m 1.827532,-1.6146946 c 0.435965,-0.1599907 1.004187,-0.3187047 1.436191,-0.4011529 0.092,-0.017558 0.1719036,-0.035952 0.1775637,-0.040875 0.00566,-0.00492 -0.042034,-0.051 -0.1059872,-0.1023934 C 6.3029187,7.3042775 5.9983818,6.9160093 5.7735121,6.4860608 5.7173952,6.3787658 5.6755351,6.3135014 5.6709734,6.3261916 5.4430976,6.960113 5.2699308,7.3502342 4.9807578,7.8811521 4.8917409,8.0445859 4.8189091,8.1804041 4.8189091,8.1829703 c 0,0.01114 0.036137,-4.727e-4 0.2801726,-0.090028 z m 4.0653727,0.00379 C 9.1547404,8.067142 9.0669284,8.0144612 8.9874673,7.9905479 8.8302256,7.9432271 8.1784041,7.886094 8.2152727,7.9228641 8.2494481,7.9569481 8.6557568,8.073834 8.826488,8.098697 c 0.1419718,0.020675 0.3450129,0.019492 0.3379664,-0.00197 z M 5.6916988,4.3549091 c 0.025619,-0.16 0.052343,-0.3017352 0.059387,-0.3149671 0.025738,-0.048351 -0.04688,-0.3032147 -0.086395,-0.3032147 -0.019755,0 -0.045225,0.1014181 -0.063331,0.2521684 -0.013283,0.1105991 -0.013201,0.1947949 3.607e-4,0.3709091 0.015969,0.2073814 0.028751,0.3015018 0.039414,0.2902267 0.00219,-0.00232 0.024945,-0.1351224 0.050564,-0.2951224 z"></path></svg></a> <a href="#"><svg xmlns="http://www.w3.org/2000/svg" class="kit-publications-sharing-icon" data-url="https://dbkit.bibliothek.kit.edu/api/v1/vv_veroeff/anonymous/sharing_menu" data-id="1000164518" data-lang="de" style="width: 1em; height: 1em; display: none;" viewBox="0 0 1792 1792" role="img" aria-labelledby="kit-publications-sharing-icon-title-1000164518 kit-publications-sharing-icon-desc-1000164518"><title id="kit-publications-sharing-icon-title-1000164518">Teilen</title><desc id="kit-publications-sharing-icon-desc-1000164518">Publikation exportieren/teilen</desc><path fill="currentColor" d="M1344 1024q133 0 226.5 93.5t93.5 226.5-93.5 226.5-226.5 93.5-226.5-93.5-93.5-226.5q0-12 2-34l-360-180q-92 86-218 86-133 0-226.5-93.5t-93.5-226.5 93.5-226.5 226.5-93.5q126 0 218 86l360-180q-2-22-2-34 0-133 93.5-226.5t226.5-93.5 226.5 93.5 93.5 226.5-93.5 226.5-226.5 93.5q-126 0-218-86l-360 180q2 22 2 34t-2 34l360 180q92-86 218-86z"></path></svg></a></div> </div> <div class="kit-publications-publication"> <div class="csl-entry" data-kit-publications-publication-id="1000165364"> <b><a href="https://publikationen.bibliothek.kit.edu/1000165364">KiT-RT: An extendable framework for radiative transfer and therapy</a></b><br>Kusch, J.; Schotthöfer, S.; Stammer, P.; Wolters, J.; Xiao, T.<br>2023. ACM Transactions on Mathematical Software, 49 (4), Art.-Nr.: 38. <a href="https://doi.org/10.1145/3630001">doi:10.1145/3630001</a> <a href="#"><svg xmlns="http://www.w3.org/2000/svg" class="kit-publications-sharing-icon" data-url="https://dbkit.bibliothek.kit.edu/api/v1/vv_veroeff/anonymous/sharing_menu" data-id="1000165364" data-lang="de" style="width: 1em; height: 1em; display: none;" viewBox="0 0 1792 1792" role="img" aria-labelledby="kit-publications-sharing-icon-title-1000165364 kit-publications-sharing-icon-desc-1000165364"><title id="kit-publications-sharing-icon-title-1000165364">Teilen</title><desc id="kit-publications-sharing-icon-desc-1000165364">Publikation exportieren/teilen</desc><path fill="currentColor" d="M1344 1024q133 0 226.5 93.5t93.5 226.5-93.5 226.5-226.5 93.5-226.5-93.5-93.5-226.5q0-12 2-34l-360-180q-92 86-218 86-133 0-226.5-93.5t-93.5-226.5 93.5-226.5 226.5-93.5q126 0 218 86l360-180q-2-22-2-34 0-133 93.5-226.5t226.5-93.5 226.5 93.5 93.5 226.5-93.5 226.5-226.5 93.5q-126 0-218-86l-360 180q2 22 2 34t-2 34l360 180q92-86 218-86z"></path></svg></a></div> </div> <div class="kit-publications-publication"> <div class="csl-entry" data-kit-publications-publication-id="1000164530"> <b><a href="https://publikationen.bibliothek.kit.edu/1000164530">Improvement of temperature uniformity by using novel guide vanes in solar external receiver tubes</a></b><br>Long, Y.; Tu, Z.; Piccioni Koch, D.; Frank, M.; Zhu, R.<br>2023. Applied Thermal Engineering, 233, Art.-Nr.: 121182. <a href="https://doi.org/10.1016/j.applthermaleng.2023.121182">doi:10.1016/j.applthermaleng.2023.121182</a> <a href="#"><svg xmlns="http://www.w3.org/2000/svg" class="kit-publications-sharing-icon" data-url="https://dbkit.bibliothek.kit.edu/api/v1/vv_veroeff/anonymous/sharing_menu" data-id="1000164530" data-lang="de" style="width: 1em; height: 1em; display: none;" viewBox="0 0 1792 1792" role="img" aria-labelledby="kit-publications-sharing-icon-title-1000164530 kit-publications-sharing-icon-desc-1000164530"><title id="kit-publications-sharing-icon-title-1000164530">Teilen</title><desc id="kit-publications-sharing-icon-desc-1000164530">Publikation exportieren/teilen</desc><path fill="currentColor" d="M1344 1024q133 0 226.5 93.5t93.5 226.5-93.5 226.5-226.5 93.5-226.5-93.5-93.5-226.5q0-12 2-34l-360-180q-92 86-218 86-133 0-226.5-93.5t-93.5-226.5 93.5-226.5 226.5-93.5q126 0 218 86l360-180q-2-22-2-34 0-133 93.5-226.5t226.5-93.5 226.5 93.5 93.5 226.5-93.5 226.5-226.5 93.5q-126 0-218-86l-360 180q2 22 2 34t-2 34l360 180q92-86 218-86z"></path></svg></a></div> </div> <div class="kit-publications-publication"> <div class="csl-entry" data-kit-publications-publication-id="1000161249"> <b><a href="https://publikationen.bibliothek.kit.edu/1000161249">RelaxNet: A structure-preserving neural network to approximate the Boltzmann collision operator</a></b><br>Xiao, T.; Frank, M.<br>2023. Journal of Computational Physics, 490, Art.-Nr.: 112317. <a href="https://doi.org/10.1016/j.jcp.2023.112317">doi:10.1016/j.jcp.2023.112317</a> <a href="#"><svg xmlns="http://www.w3.org/2000/svg" class="kit-publications-sharing-icon" data-url="https://dbkit.bibliothek.kit.edu/api/v1/vv_veroeff/anonymous/sharing_menu" data-id="1000161249" data-lang="de" style="width: 1em; height: 1em; display: none;" viewBox="0 0 1792 1792" role="img" aria-labelledby="kit-publications-sharing-icon-title-1000161249 kit-publications-sharing-icon-desc-1000161249"><title id="kit-publications-sharing-icon-title-1000161249">Teilen</title><desc id="kit-publications-sharing-icon-desc-1000161249">Publikation exportieren/teilen</desc><path fill="currentColor" d="M1344 1024q133 0 226.5 93.5t93.5 226.5-93.5 226.5-226.5 93.5-226.5-93.5-93.5-226.5q0-12 2-34l-360-180q-92 86-218 86-133 0-226.5-93.5t-93.5-226.5 93.5-226.5 226.5-93.5q126 0 218 86l360-180q-2-22-2-34 0-133 93.5-226.5t226.5-93.5 226.5 93.5 93.5 226.5-93.5 226.5-226.5 93.5q-126 0-218-86l-360 180q2 22 2 34t-2 34l360 180q92-86 218-86z"></path></svg></a></div> </div> <div class="kit-publications-publication"> <div class="csl-entry" data-kit-publications-publication-id="1000160536"> <b><a href="https://publikationen.bibliothek.kit.edu/1000160536">Predicting continuum breakdown with deep neural networks</a></b><br>Xiao, T.; Schotthöfer, S.; Frank, M.<br>2023. Journal of Computational Physics, 489, Art.-Nr.: 112278. <a href="https://doi.org/10.1016/j.jcp.2023.112278">doi:10.1016/j.jcp.2023.112278</a> <a href="#"><svg xmlns="http://www.w3.org/2000/svg" class="kit-publications-sharing-icon" data-url="https://dbkit.bibliothek.kit.edu/api/v1/vv_veroeff/anonymous/sharing_menu" data-id="1000160536" data-lang="de" style="width: 1em; height: 1em; display: none;" viewBox="0 0 1792 1792" role="img" aria-labelledby="kit-publications-sharing-icon-title-1000160536 kit-publications-sharing-icon-desc-1000160536"><title id="kit-publications-sharing-icon-title-1000160536">Teilen</title><desc id="kit-publications-sharing-icon-desc-1000160536">Publikation exportieren/teilen</desc><path fill="currentColor" d="M1344 1024q133 0 226.5 93.5t93.5 226.5-93.5 226.5-226.5 93.5-226.5-93.5-93.5-226.5q0-12 2-34l-360-180q-92 86-218 86-133 0-226.5-93.5t-93.5-226.5 93.5-226.5 226.5-93.5q126 0 218 86l360-180q-2-22-2-34 0-133 93.5-226.5t226.5-93.5 226.5 93.5 93.5 226.5-93.5 226.5-226.5 93.5q-126 0-218-86l-360 180q2 22 2 34t-2 34l360 180q92-86 218-86z"></path></svg></a></div> </div> <div class="kit-publications-publication"> <div class="csl-entry" data-kit-publications-publication-id="1000158838"> <b><a href="https://publikationen.bibliothek.kit.edu/1000158838">Synergies between Numerical Methods for Kinetic Equations and Neural Networks</a></b>. Dissertation<br>Schotthöfer, S.<br>2023, Juni 5. Karlsruher Institut für Technologie (KIT). <a href="https://doi.org/10.5445/IR/1000158838">doi:10.5445/IR/1000158838</a> <a href="https://publikationen.bibliothek.kit.edu/1000158838/150808817"><svg xmlns="http://www.w3.org/2000/svg" class="kit-publications-pdf-icon" style="width: 1em; height: 1em;" viewBox="0 0 1792 1792" role="img" aria-labelledby="kit-publications-pdf-icon-title-1000158838 kit-publications-pdf-icon-desc-1000158838"><title id="kit-publications-pdf-icon-title-1000158838">Volltext</title><desc id="kit-publications-pdf-icon-desc-1000158838">Volltext der Publikation als PDF-Dokument</desc><path class="kit-publications-document" fill="currentColor" d="M1596 380q28 28 48 76t20 88v1152q0 40-28 68t-68 28h-1344q-40 0-68-28t-28-68v-1600q0-40 28-68t68-28h896q40 0 88 20t76 48zm-444-244v376h376q-10-29-22-41l-313-313q-12-12-41-22zm384 1528v-1024h-416q-40 0-68-28t-28-68v-416h-768v1536h1280z"></path><path class="kit-publications-pdf-loop" fill="currentColor" transform="scale(149.33333,149.33333)" d="M 2.9207273,10.26846 C 2.8540792,10.252051 2.6479453,10.143928 2.6161614,10.108707 2.5725925,10.060427 2.5683857,9.9284956 2.6067401,9.8132406 2.6682152,9.6285079 2.9012597,9.3103129 3.1084212,9.1282537 3.3027013,8.9575151 3.6088075,8.7493984 3.8278651,8.6391152 c 0.075119,-0.037818 0.1265162,-0.030412 0.1502371,0.02165 0.027554,0.060475 0.00889,0.084293 0.2115585,-0.2700181 C 4.4657753,7.9080285 4.755206,7.3398995 4.9674545,6.864 5.0998465,6.5671533 5.204746,6.2938678 5.3204511,5.9443689 L 5.4250641,5.6283743 5.3683321,5.4061871 C 5.2518175,4.9498662 5.2049494,4.5671144 5.2150481,4.1543814 5.2264374,3.688901 5.2929369,3.5029942 5.468814,3.4449495 5.547842,3.4188679 5.7603647,3.4333715 5.830553,3.4696363 5.9562721,3.534593 6.0175951,3.7063539 5.9830451,3.8967563 5.9736122,3.9487403 5.9601494,4.168 5.9531277,4.384 5.9386589,4.8290813 5.9208323,5.0940295 5.8857456,5.3854676 5.8579503,5.6163421 5.8509372,5.5804196 5.9926557,5.9330909 6.1784634,6.3954793 6.4315855,6.7925396 6.7115572,7.0607969 6.8401329,7.183993 7.0333697,7.3266297 7.2619121,7.4670387 l 0.1375486,0.084505 0.2188151,-0.019837 c 0.3145041,-0.028513 0.8871242,-0.025169 1.1026301,0.00644 0.4205006,0.061674 0.6407873,0.1906815 0.6953063,0.4071961 0.013481,0.053535 0.012018,0.080368 -0.00818,0.1501051 -0.013529,0.046704 -0.029622,0.091462 -0.035762,0.099462 -0.00614,0.008 -0.015338,0.032041 -0.020439,0.053424 C 9.315254,8.4016593 9.0901043,8.4745389 8.7372772,8.4472598 8.3826886,8.4198444 7.8349562,8.2534842 7.408,8.0435242 L 7.2552727,7.9684192 7.0589091,7.9914966 C 6.2763636,8.0834641 5.5086556,8.2436964 4.8552727,8.4514289 l -0.2327272,0.073992 -0.109091,0.182214 C 4.3655162,8.9547354 4.1283334,9.3099537 3.9817134,9.504 3.5516457,10.073179 3.1889593,10.334502 2.9207273,10.26846 Z M 3.2715497,9.7076364 C 3.4340684,9.5468576 3.6180073,9.313544 3.8034985,9.0328966 3.8584272,8.9497897 3.9000771,8.8785014 3.8960538,8.8744781 3.8719084,8.8503327 3.4238262,9.2846416 3.2577328,9.4931783 3.135093,9.6471572 2.9861818,9.8781223 2.9861818,9.9143609 c 0,0.04257 0.1246532,-0.047731 0.2853679,-0.2067245 z m 1.827532,-1.6146946 c 0.435965,-0.1599907 1.004187,-0.3187047 1.436191,-0.4011529 0.092,-0.017558 0.1719036,-0.035952 0.1775637,-0.040875 0.00566,-0.00492 -0.042034,-0.051 -0.1059872,-0.1023934 C 6.3029187,7.3042775 5.9983818,6.9160093 5.7735121,6.4860608 5.7173952,6.3787658 5.6755351,6.3135014 5.6709734,6.3261916 5.4430976,6.960113 5.2699308,7.3502342 4.9807578,7.8811521 4.8917409,8.0445859 4.8189091,8.1804041 4.8189091,8.1829703 c 0,0.01114 0.036137,-4.727e-4 0.2801726,-0.090028 z m 4.0653727,0.00379 C 9.1547404,8.067142 9.0669284,8.0144612 8.9874673,7.9905479 8.8302256,7.9432271 8.1784041,7.886094 8.2152727,7.9228641 8.2494481,7.9569481 8.6557568,8.073834 8.826488,8.098697 c 0.1419718,0.020675 0.3450129,0.019492 0.3379664,-0.00197 z M 5.6916988,4.3549091 c 0.025619,-0.16 0.052343,-0.3017352 0.059387,-0.3149671 0.025738,-0.048351 -0.04688,-0.3032147 -0.086395,-0.3032147 -0.019755,0 -0.045225,0.1014181 -0.063331,0.2521684 -0.013283,0.1105991 -0.013201,0.1947949 3.607e-4,0.3709091 0.015969,0.2073814 0.028751,0.3015018 0.039414,0.2902267 0.00219,-0.00232 0.024945,-0.1351224 0.050564,-0.2951224 z"></path></svg></a> <a href="#"><svg xmlns="http://www.w3.org/2000/svg" class="kit-publications-sharing-icon" data-url="https://dbkit.bibliothek.kit.edu/api/v1/vv_veroeff/anonymous/sharing_menu" data-id="1000158838" data-lang="de" style="width: 1em; height: 1em; display: none;" viewBox="0 0 1792 1792" role="img" aria-labelledby="kit-publications-sharing-icon-title-1000158838 kit-publications-sharing-icon-desc-1000158838"><title id="kit-publications-sharing-icon-title-1000158838">Teilen</title><desc id="kit-publications-sharing-icon-desc-1000158838">Publikation exportieren/teilen</desc><path fill="currentColor" d="M1344 1024q133 0 226.5 93.5t93.5 226.5-93.5 226.5-226.5 93.5-226.5-93.5-93.5-226.5q0-12 2-34l-360-180q-92 86-218 86-133 0-226.5-93.5t-93.5-226.5 93.5-226.5 226.5-93.5q126 0 218 86l360-180q-2-22-2-34 0-133 93.5-226.5t226.5-93.5 226.5 93.5 93.5 226.5-93.5 226.5-226.5 93.5q-126 0-218-86l-360 180q2 22 2 34t-2 34l360 180q92-86 218-86z"></path></svg></a></div> </div> <div class="kit-publications-publication"> <div class="csl-entry" data-kit-publications-publication-id="1000158461"> <b><a href="https://publikationen.bibliothek.kit.edu/1000158461">Biofidelic image registration for head and neck region utilizing an in-silico articulated skeleton as a transformation model</a></b><br>Bauer, C. J.; Teske, H.; Walter, A.; Hoegen, P.; Adeberg, S.; Debus, J.; Jäkel, O.; Giske, K.<br>2023. Physics in Medicine and Biology, 68 (9), Art.-Nr.: 095006. <a href="https://doi.org/10.1088/1361-6560/acc7f1">doi:10.1088/1361-6560/acc7f1</a> <a href="https://publikationen.bibliothek.kit.edu/1000158461/150693987"><svg xmlns="http://www.w3.org/2000/svg" class="kit-publications-pdf-icon" style="width: 1em; height: 1em;" viewBox="0 0 1792 1792" role="img" aria-labelledby="kit-publications-pdf-icon-title-1000158461 kit-publications-pdf-icon-desc-1000158461"><title id="kit-publications-pdf-icon-title-1000158461">Volltext</title><desc id="kit-publications-pdf-icon-desc-1000158461">Volltext der Publikation als PDF-Dokument</desc><path class="kit-publications-document" fill="currentColor" d="M1596 380q28 28 48 76t20 88v1152q0 40-28 68t-68 28h-1344q-40 0-68-28t-28-68v-1600q0-40 28-68t68-28h896q40 0 88 20t76 48zm-444-244v376h376q-10-29-22-41l-313-313q-12-12-41-22zm384 1528v-1024h-416q-40 0-68-28t-28-68v-416h-768v1536h1280z"></path><path class="kit-publications-pdf-loop" fill="currentColor" transform="scale(149.33333,149.33333)" d="M 2.9207273,10.26846 C 2.8540792,10.252051 2.6479453,10.143928 2.6161614,10.108707 2.5725925,10.060427 2.5683857,9.9284956 2.6067401,9.8132406 2.6682152,9.6285079 2.9012597,9.3103129 3.1084212,9.1282537 3.3027013,8.9575151 3.6088075,8.7493984 3.8278651,8.6391152 c 0.075119,-0.037818 0.1265162,-0.030412 0.1502371,0.02165 0.027554,0.060475 0.00889,0.084293 0.2115585,-0.2700181 C 4.4657753,7.9080285 4.755206,7.3398995 4.9674545,6.864 5.0998465,6.5671533 5.204746,6.2938678 5.3204511,5.9443689 L 5.4250641,5.6283743 5.3683321,5.4061871 C 5.2518175,4.9498662 5.2049494,4.5671144 5.2150481,4.1543814 5.2264374,3.688901 5.2929369,3.5029942 5.468814,3.4449495 5.547842,3.4188679 5.7603647,3.4333715 5.830553,3.4696363 5.9562721,3.534593 6.0175951,3.7063539 5.9830451,3.8967563 5.9736122,3.9487403 5.9601494,4.168 5.9531277,4.384 5.9386589,4.8290813 5.9208323,5.0940295 5.8857456,5.3854676 5.8579503,5.6163421 5.8509372,5.5804196 5.9926557,5.9330909 6.1784634,6.3954793 6.4315855,6.7925396 6.7115572,7.0607969 6.8401329,7.183993 7.0333697,7.3266297 7.2619121,7.4670387 l 0.1375486,0.084505 0.2188151,-0.019837 c 0.3145041,-0.028513 0.8871242,-0.025169 1.1026301,0.00644 0.4205006,0.061674 0.6407873,0.1906815 0.6953063,0.4071961 0.013481,0.053535 0.012018,0.080368 -0.00818,0.1501051 -0.013529,0.046704 -0.029622,0.091462 -0.035762,0.099462 -0.00614,0.008 -0.015338,0.032041 -0.020439,0.053424 C 9.315254,8.4016593 9.0901043,8.4745389 8.7372772,8.4472598 8.3826886,8.4198444 7.8349562,8.2534842 7.408,8.0435242 L 7.2552727,7.9684192 7.0589091,7.9914966 C 6.2763636,8.0834641 5.5086556,8.2436964 4.8552727,8.4514289 l -0.2327272,0.073992 -0.109091,0.182214 C 4.3655162,8.9547354 4.1283334,9.3099537 3.9817134,9.504 3.5516457,10.073179 3.1889593,10.334502 2.9207273,10.26846 Z M 3.2715497,9.7076364 C 3.4340684,9.5468576 3.6180073,9.313544 3.8034985,9.0328966 3.8584272,8.9497897 3.9000771,8.8785014 3.8960538,8.8744781 3.8719084,8.8503327 3.4238262,9.2846416 3.2577328,9.4931783 3.135093,9.6471572 2.9861818,9.8781223 2.9861818,9.9143609 c 0,0.04257 0.1246532,-0.047731 0.2853679,-0.2067245 z m 1.827532,-1.6146946 c 0.435965,-0.1599907 1.004187,-0.3187047 1.436191,-0.4011529 0.092,-0.017558 0.1719036,-0.035952 0.1775637,-0.040875 0.00566,-0.00492 -0.042034,-0.051 -0.1059872,-0.1023934 C 6.3029187,7.3042775 5.9983818,6.9160093 5.7735121,6.4860608 5.7173952,6.3787658 5.6755351,6.3135014 5.6709734,6.3261916 5.4430976,6.960113 5.2699308,7.3502342 4.9807578,7.8811521 4.8917409,8.0445859 4.8189091,8.1804041 4.8189091,8.1829703 c 0,0.01114 0.036137,-4.727e-4 0.2801726,-0.090028 z m 4.0653727,0.00379 C 9.1547404,8.067142 9.0669284,8.0144612 8.9874673,7.9905479 8.8302256,7.9432271 8.1784041,7.886094 8.2152727,7.9228641 8.2494481,7.9569481 8.6557568,8.073834 8.826488,8.098697 c 0.1419718,0.020675 0.3450129,0.019492 0.3379664,-0.00197 z M 5.6916988,4.3549091 c 0.025619,-0.16 0.052343,-0.3017352 0.059387,-0.3149671 0.025738,-0.048351 -0.04688,-0.3032147 -0.086395,-0.3032147 -0.019755,0 -0.045225,0.1014181 -0.063331,0.2521684 -0.013283,0.1105991 -0.013201,0.1947949 3.607e-4,0.3709091 0.015969,0.2073814 0.028751,0.3015018 0.039414,0.2902267 0.00219,-0.00232 0.024945,-0.1351224 0.050564,-0.2951224 z"></path></svg></a> <a href="#"><svg xmlns="http://www.w3.org/2000/svg" class="kit-publications-sharing-icon" data-url="https://dbkit.bibliothek.kit.edu/api/v1/vv_veroeff/anonymous/sharing_menu" data-id="1000158461" data-lang="de" style="width: 1em; 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Dissertation<br>Stammer, P.<br>2023, Mai 4. Karlsruher Institut für Technologie (KIT). <a href="https://doi.org/10.5445/IR/1000158316">doi:10.5445/IR/1000158316</a> <a href="https://publikationen.bibliothek.kit.edu/1000158316/150671176"><svg xmlns="http://www.w3.org/2000/svg" class="kit-publications-pdf-icon" style="width: 1em; height: 1em;" viewBox="0 0 1792 1792" role="img" aria-labelledby="kit-publications-pdf-icon-title-1000158316 kit-publications-pdf-icon-desc-1000158316"><title id="kit-publications-pdf-icon-title-1000158316">Volltext</title><desc id="kit-publications-pdf-icon-desc-1000158316">Volltext der Publikation als PDF-Dokument</desc><path class="kit-publications-document" fill="currentColor" d="M1596 380q28 28 48 76t20 88v1152q0 40-28 68t-68 28h-1344q-40 0-68-28t-28-68v-1600q0-40 28-68t68-28h896q40 0 88 20t76 48zm-444-244v376h376q-10-29-22-41l-313-313q-12-12-41-22zm384 1528v-1024h-416q-40 0-68-28t-28-68v-416h-768v1536h1280z"></path><path class="kit-publications-pdf-loop" fill="currentColor" transform="scale(149.33333,149.33333)" d="M 2.9207273,10.26846 C 2.8540792,10.252051 2.6479453,10.143928 2.6161614,10.108707 2.5725925,10.060427 2.5683857,9.9284956 2.6067401,9.8132406 2.6682152,9.6285079 2.9012597,9.3103129 3.1084212,9.1282537 3.3027013,8.9575151 3.6088075,8.7493984 3.8278651,8.6391152 c 0.075119,-0.037818 0.1265162,-0.030412 0.1502371,0.02165 0.027554,0.060475 0.00889,0.084293 0.2115585,-0.2700181 C 4.4657753,7.9080285 4.755206,7.3398995 4.9674545,6.864 5.0998465,6.5671533 5.204746,6.2938678 5.3204511,5.9443689 L 5.4250641,5.6283743 5.3683321,5.4061871 C 5.2518175,4.9498662 5.2049494,4.5671144 5.2150481,4.1543814 5.2264374,3.688901 5.2929369,3.5029942 5.468814,3.4449495 5.547842,3.4188679 5.7603647,3.4333715 5.830553,3.4696363 5.9562721,3.534593 6.0175951,3.7063539 5.9830451,3.8967563 5.9736122,3.9487403 5.9601494,4.168 5.9531277,4.384 5.9386589,4.8290813 5.9208323,5.0940295 5.8857456,5.3854676 5.8579503,5.6163421 5.8509372,5.5804196 5.9926557,5.9330909 6.1784634,6.3954793 6.4315855,6.7925396 6.7115572,7.0607969 6.8401329,7.183993 7.0333697,7.3266297 7.2619121,7.4670387 l 0.1375486,0.084505 0.2188151,-0.019837 c 0.3145041,-0.028513 0.8871242,-0.025169 1.1026301,0.00644 0.4205006,0.061674 0.6407873,0.1906815 0.6953063,0.4071961 0.013481,0.053535 0.012018,0.080368 -0.00818,0.1501051 -0.013529,0.046704 -0.029622,0.091462 -0.035762,0.099462 -0.00614,0.008 -0.015338,0.032041 -0.020439,0.053424 C 9.315254,8.4016593 9.0901043,8.4745389 8.7372772,8.4472598 8.3826886,8.4198444 7.8349562,8.2534842 7.408,8.0435242 L 7.2552727,7.9684192 7.0589091,7.9914966 C 6.2763636,8.0834641 5.5086556,8.2436964 4.8552727,8.4514289 l -0.2327272,0.073992 -0.109091,0.182214 C 4.3655162,8.9547354 4.1283334,9.3099537 3.9817134,9.504 3.5516457,10.073179 3.1889593,10.334502 2.9207273,10.26846 Z M 3.2715497,9.7076364 C 3.4340684,9.5468576 3.6180073,9.313544 3.8034985,9.0328966 3.8584272,8.9497897 3.9000771,8.8785014 3.8960538,8.8744781 3.8719084,8.8503327 3.4238262,9.2846416 3.2577328,9.4931783 3.135093,9.6471572 2.9861818,9.8781223 2.9861818,9.9143609 c 0,0.04257 0.1246532,-0.047731 0.2853679,-0.2067245 z m 1.827532,-1.6146946 c 0.435965,-0.1599907 1.004187,-0.3187047 1.436191,-0.4011529 0.092,-0.017558 0.1719036,-0.035952 0.1775637,-0.040875 0.00566,-0.00492 -0.042034,-0.051 -0.1059872,-0.1023934 C 6.3029187,7.3042775 5.9983818,6.9160093 5.7735121,6.4860608 5.7173952,6.3787658 5.6755351,6.3135014 5.6709734,6.3261916 5.4430976,6.960113 5.2699308,7.3502342 4.9807578,7.8811521 4.8917409,8.0445859 4.8189091,8.1804041 4.8189091,8.1829703 c 0,0.01114 0.036137,-4.727e-4 0.2801726,-0.090028 z m 4.0653727,0.00379 C 9.1547404,8.067142 9.0669284,8.0144612 8.9874673,7.9905479 8.8302256,7.9432271 8.1784041,7.886094 8.2152727,7.9228641 8.2494481,7.9569481 8.6557568,8.073834 8.826488,8.098697 c 0.1419718,0.020675 0.3450129,0.019492 0.3379664,-0.00197 z M 5.6916988,4.3549091 c 0.025619,-0.16 0.052343,-0.3017352 0.059387,-0.3149671 0.025738,-0.048351 -0.04688,-0.3032147 -0.086395,-0.3032147 -0.019755,0 -0.045225,0.1014181 -0.063331,0.2521684 -0.013283,0.1105991 -0.013201,0.1947949 3.607e-4,0.3709091 0.015969,0.2073814 0.028751,0.3015018 0.039414,0.2902267 0.00219,-0.00232 0.024945,-0.1351224 0.050564,-0.2951224 z"></path></svg></a> <a href="#"><svg xmlns="http://www.w3.org/2000/svg" class="kit-publications-sharing-icon" data-url="https://dbkit.bibliothek.kit.edu/api/v1/vv_veroeff/anonymous/sharing_menu" data-id="1000158316" data-lang="de" style="width: 1em; 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Dorn, M.; Frank, M.; Krause, M. J.<br>2023. 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Kusch, J.; Koellermeier, J.; Frank, M.<br>2023. Journal of Scientific Computing, 95 (1), 18. <a href="https://doi.org/10.1007/s10915-023-02143-3">doi:10.1007/s10915-023-02143-3</a> <a href="#"><svg xmlns="http://www.w3.org/2000/svg" class="kit-publications-sharing-icon" data-url="https://dbkit.bibliothek.kit.edu/api/v1/vv_veroeff/anonymous/sharing_menu" data-id="1000156870" data-lang="de" style="width: 1em; height: 1em; display: none;" viewBox="0 0 1792 1792" role="img" aria-labelledby="kit-publications-sharing-icon-title-1000156870 kit-publications-sharing-icon-desc-1000156870"><title id="kit-publications-sharing-icon-title-1000156870">Teilen</title><desc id="kit-publications-sharing-icon-desc-1000156870">Publikation exportieren/teilen</desc><path fill="currentColor" d="M1344 1024q133 0 226.5 93.5t93.5 226.5-93.5 226.5-226.5 93.5-226.5-93.5-93.5-226.5q0-12 2-34l-360-180q-92 86-218 86-133 0-226.5-93.5t-93.5-226.5 93.5-226.5 226.5-93.5q126 0 218 86l360-180q-2-22-2-34 0-133 93.5-226.5t226.5-93.5 226.5 93.5 93.5 226.5-93.5 226.5-226.5 93.5q-126 0-218-86l-360 180q2 22 2 34t-2 34l360 180q92-86 218-86z"></path></svg></a></div> </div> <div class="kit-publications-publication"> <div class="csl-entry" data-kit-publications-publication-id="1000160533"> <b><a href="https://publikationen.bibliothek.kit.edu/1000160533">A robust collision source method for rank adaptive dynamical low-rank approximation in radiation therapy</a></b><br>Kusch, J.; Stammer, P.<br>2023. ESAIM: Mathematical Modelling and Numerical Analysis, 57 (2), 865–891. <a href="https://doi.org/10.1051/m2an/2022090">doi:10.1051/m2an/2022090</a> <a href="https://publikationen.bibliothek.kit.edu/1000160533/151004643"><svg xmlns="http://www.w3.org/2000/svg" class="kit-publications-pdf-icon" style="width: 1em; height: 1em;" viewBox="0 0 1792 1792" role="img" aria-labelledby="kit-publications-pdf-icon-title-1000160533 kit-publications-pdf-icon-desc-1000160533"><title id="kit-publications-pdf-icon-title-1000160533">Volltext</title><desc id="kit-publications-pdf-icon-desc-1000160533">Volltext der Publikation als PDF-Dokument</desc><path class="kit-publications-document" fill="currentColor" d="M1596 380q28 28 48 76t20 88v1152q0 40-28 68t-68 28h-1344q-40 0-68-28t-28-68v-1600q0-40 28-68t68-28h896q40 0 88 20t76 48zm-444-244v376h376q-10-29-22-41l-313-313q-12-12-41-22zm384 1528v-1024h-416q-40 0-68-28t-28-68v-416h-768v1536h1280z"></path><path class="kit-publications-pdf-loop" fill="currentColor" transform="scale(149.33333,149.33333)" d="M 2.9207273,10.26846 C 2.8540792,10.252051 2.6479453,10.143928 2.6161614,10.108707 2.5725925,10.060427 2.5683857,9.9284956 2.6067401,9.8132406 2.6682152,9.6285079 2.9012597,9.3103129 3.1084212,9.1282537 3.3027013,8.9575151 3.6088075,8.7493984 3.8278651,8.6391152 c 0.075119,-0.037818 0.1265162,-0.030412 0.1502371,0.02165 0.027554,0.060475 0.00889,0.084293 0.2115585,-0.2700181 C 4.4657753,7.9080285 4.755206,7.3398995 4.9674545,6.864 5.0998465,6.5671533 5.204746,6.2938678 5.3204511,5.9443689 L 5.4250641,5.6283743 5.3683321,5.4061871 C 5.2518175,4.9498662 5.2049494,4.5671144 5.2150481,4.1543814 5.2264374,3.688901 5.2929369,3.5029942 5.468814,3.4449495 5.547842,3.4188679 5.7603647,3.4333715 5.830553,3.4696363 5.9562721,3.534593 6.0175951,3.7063539 5.9830451,3.8967563 5.9736122,3.9487403 5.9601494,4.168 5.9531277,4.384 5.9386589,4.8290813 5.9208323,5.0940295 5.8857456,5.3854676 5.8579503,5.6163421 5.8509372,5.5804196 5.9926557,5.9330909 6.1784634,6.3954793 6.4315855,6.7925396 6.7115572,7.0607969 6.8401329,7.183993 7.0333697,7.3266297 7.2619121,7.4670387 l 0.1375486,0.084505 0.2188151,-0.019837 c 0.3145041,-0.028513 0.8871242,-0.025169 1.1026301,0.00644 0.4205006,0.061674 0.6407873,0.1906815 0.6953063,0.4071961 0.013481,0.053535 0.012018,0.080368 -0.00818,0.1501051 -0.013529,0.046704 -0.029622,0.091462 -0.035762,0.099462 -0.00614,0.008 -0.015338,0.032041 -0.020439,0.053424 C 9.315254,8.4016593 9.0901043,8.4745389 8.7372772,8.4472598 8.3826886,8.4198444 7.8349562,8.2534842 7.408,8.0435242 L 7.2552727,7.9684192 7.0589091,7.9914966 C 6.2763636,8.0834641 5.5086556,8.2436964 4.8552727,8.4514289 l -0.2327272,0.073992 -0.109091,0.182214 C 4.3655162,8.9547354 4.1283334,9.3099537 3.9817134,9.504 3.5516457,10.073179 3.1889593,10.334502 2.9207273,10.26846 Z M 3.2715497,9.7076364 C 3.4340684,9.5468576 3.6180073,9.313544 3.8034985,9.0328966 3.8584272,8.9497897 3.9000771,8.8785014 3.8960538,8.8744781 3.8719084,8.8503327 3.4238262,9.2846416 3.2577328,9.4931783 3.135093,9.6471572 2.9861818,9.8781223 2.9861818,9.9143609 c 0,0.04257 0.1246532,-0.047731 0.2853679,-0.2067245 z m 1.827532,-1.6146946 c 0.435965,-0.1599907 1.004187,-0.3187047 1.436191,-0.4011529 0.092,-0.017558 0.1719036,-0.035952 0.1775637,-0.040875 0.00566,-0.00492 -0.042034,-0.051 -0.1059872,-0.1023934 C 6.3029187,7.3042775 5.9983818,6.9160093 5.7735121,6.4860608 5.7173952,6.3787658 5.6755351,6.3135014 5.6709734,6.3261916 5.4430976,6.960113 5.2699308,7.3502342 4.9807578,7.8811521 4.8917409,8.0445859 4.8189091,8.1804041 4.8189091,8.1829703 c 0,0.01114 0.036137,-4.727e-4 0.2801726,-0.090028 z m 4.0653727,0.00379 C 9.1547404,8.067142 9.0669284,8.0144612 8.9874673,7.9905479 8.8302256,7.9432271 8.1784041,7.886094 8.2152727,7.9228641 8.2494481,7.9569481 8.6557568,8.073834 8.826488,8.098697 c 0.1419718,0.020675 0.3450129,0.019492 0.3379664,-0.00197 z M 5.6916988,4.3549091 c 0.025619,-0.16 0.052343,-0.3017352 0.059387,-0.3149671 0.025738,-0.048351 -0.04688,-0.3032147 -0.086395,-0.3032147 -0.019755,0 -0.045225,0.1014181 -0.063331,0.2521684 -0.013283,0.1105991 -0.013201,0.1947949 3.607e-4,0.3709091 0.015969,0.2073814 0.028751,0.3015018 0.039414,0.2902267 0.00219,-0.00232 0.024945,-0.1351224 0.050564,-0.2951224 z"></path></svg></a> <a href="#"><svg xmlns="http://www.w3.org/2000/svg" class="kit-publications-sharing-icon" data-url="https://dbkit.bibliothek.kit.edu/api/v1/vv_veroeff/anonymous/sharing_menu" data-id="1000160533" data-lang="de" style="width: 1em; height: 1em; display: none;" viewBox="0 0 1792 1792" role="img" aria-labelledby="kit-publications-sharing-icon-title-1000160533 kit-publications-sharing-icon-desc-1000160533"><title id="kit-publications-sharing-icon-title-1000160533">Teilen</title><desc id="kit-publications-sharing-icon-desc-1000160533">Publikation exportieren/teilen</desc><path fill="currentColor" d="M1344 1024q133 0 226.5 93.5t93.5 226.5-93.5 226.5-226.5 93.5-226.5-93.5-93.5-226.5q0-12 2-34l-360-180q-92 86-218 86-133 0-226.5-93.5t-93.5-226.5 93.5-226.5 226.5-93.5q126 0 218 86l360-180q-2-22-2-34 0-133 93.5-226.5t226.5-93.5 226.5 93.5 93.5 226.5-93.5 226.5-226.5 93.5q-126 0-218-86l-360 180q2 22 2 34t-2 34l360 180q92-86 218-86z"></path></svg></a></div> </div> <div class="kit-publications-publication"> <div class="csl-entry" data-kit-publications-publication-id="1000152693"> <b><a href="https://publikationen.bibliothek.kit.edu/1000152693">Constructing relaxation systems for lattice Boltzmann methods</a></b><br>Simonis, S.; Frank, M.; Krause, M. J.<br>2023. Applied Mathematics Letters, 137, Art.-Nr.: 108484. <a href="https://doi.org/10.1016/j.aml.2022.108484">doi:10.1016/j.aml.2022.108484</a> <a href="#"><svg xmlns="http://www.w3.org/2000/svg" class="kit-publications-sharing-icon" data-url="https://dbkit.bibliothek.kit.edu/api/v1/vv_veroeff/anonymous/sharing_menu" data-id="1000152693" data-lang="de" style="width: 1em; height: 1em; display: none;" viewBox="0 0 1792 1792" role="img" aria-labelledby="kit-publications-sharing-icon-title-1000152693 kit-publications-sharing-icon-desc-1000152693"><title id="kit-publications-sharing-icon-title-1000152693">Teilen</title><desc id="kit-publications-sharing-icon-desc-1000152693">Publikation exportieren/teilen</desc><path fill="currentColor" d="M1344 1024q133 0 226.5 93.5t93.5 226.5-93.5 226.5-226.5 93.5-226.5-93.5-93.5-226.5q0-12 2-34l-360-180q-92 86-218 86-133 0-226.5-93.5t-93.5-226.5 93.5-226.5 226.5-93.5q126 0 218 86l360-180q-2-22-2-34 0-133 93.5-226.5t226.5-93.5 226.5 93.5 93.5 226.5-93.5 226.5-226.5 93.5q-126 0-218-86l-360 180q2 22 2 34t-2 34l360 180q92-86 218-86z"></path></svg></a></div> </div> <div class="kit-publications-publication"> <div class="csl-entry" data-kit-publications-publication-id="1000162263"> <b><a href="https://publikationen.bibliothek.kit.edu/1000162263">On the Stability of Robust Dynamical Low-Rank Approximations for Hyperbolic Problems</a></b><br>Kusch, J.; Einkemmer, L.; Ceruti, G.<br>2023. SIAM Journal on Scientific Computing, 45 (1), A1–A24. <a href="https://doi.org/10.1137/21M1446289">doi:10.1137/21M1446289</a> <a href="#"><svg xmlns="http://www.w3.org/2000/svg" class="kit-publications-sharing-icon" data-url="https://dbkit.bibliothek.kit.edu/api/v1/vv_veroeff/anonymous/sharing_menu" data-id="1000162263" data-lang="de" style="width: 1em; height: 1em; display: none;" viewBox="0 0 1792 1792" role="img" aria-labelledby="kit-publications-sharing-icon-title-1000162263 kit-publications-sharing-icon-desc-1000162263"><title id="kit-publications-sharing-icon-title-1000162263">Teilen</title><desc id="kit-publications-sharing-icon-desc-1000162263">Publikation exportieren/teilen</desc><path fill="currentColor" d="M1344 1024q133 0 226.5 93.5t93.5 226.5-93.5 226.5-226.5 93.5-226.5-93.5-93.5-226.5q0-12 2-34l-360-180q-92 86-218 86-133 0-226.5-93.5t-93.5-226.5 93.5-226.5 226.5-93.5q126 0 218 86l360-180q-2-22-2-34 0-133 93.5-226.5t226.5-93.5 226.5 93.5 93.5 226.5-93.5 226.5-226.5 93.5q-126 0-218-86l-360 180q2 22 2 34t-2 34l360 180q92-86 218-86z"></path></svg></a></div> </div> <div class="kit-publications-publication"> <div class="csl-entry" data-kit-publications-publication-id="1000152407"> <b><a href="https://publikationen.bibliothek.kit.edu/1000152407">Multivariate error modeling and uncertainty quantification using importance (re-)weighting for Monte Carlo simulations in particle transport</a></b><br>Stammer, P.; Burigo, L.; Jäkel, O.; Frank, M.; Wahl, N.<br>2023. Journal of Computational Physics, 473, Artkel-Nr.: 111725. <a href="https://doi.org/10.1016/j.jcp.2022.111725">doi:10.1016/j.jcp.2022.111725</a> <a href="#"><svg xmlns="http://www.w3.org/2000/svg" class="kit-publications-sharing-icon" data-url="https://dbkit.bibliothek.kit.edu/api/v1/vv_veroeff/anonymous/sharing_menu" data-id="1000152407" data-lang="de" style="width: 1em; height: 1em; display: none;" viewBox="0 0 1792 1792" role="img" aria-labelledby="kit-publications-sharing-icon-title-1000152407 kit-publications-sharing-icon-desc-1000152407"><title id="kit-publications-sharing-icon-title-1000152407">Teilen</title><desc id="kit-publications-sharing-icon-desc-1000152407">Publikation exportieren/teilen</desc><path fill="currentColor" d="M1344 1024q133 0 226.5 93.5t93.5 226.5-93.5 226.5-226.5 93.5-226.5-93.5-93.5-226.5q0-12 2-34l-360-180q-92 86-218 86-133 0-226.5-93.5t-93.5-226.5 93.5-226.5 226.5-93.5q126 0 218 86l360-180q-2-22-2-34 0-133 93.5-226.5t226.5-93.5 226.5 93.5 93.5 226.5-93.5 226.5-226.5 93.5q-126 0-218-86l-360 180q2 22 2 34t-2 34l360 180q92-86 218-86z"></path></svg></a></div> </div> <div class="kit-publications-publication"> <div class="csl-entry" data-kit-publications-publication-id="1000156904"> <b><a href="https://publikationen.bibliothek.kit.edu/1000156904">On the convergence of the regularized entropy-based moment method for kinetic equations</a></b><br>Alldredge, G. W.; Frank, M.; Giesselmann, J.<br>2023. The SMAI Journal of computational mathematics, 9, 1 – 29. <a href="https://doi.org/10.5802/smai-jcm.93">doi:10.5802/smai-jcm.93</a> <a href="https://publikationen.bibliothek.kit.edu/1000156904/150453235"><svg xmlns="http://www.w3.org/2000/svg" class="kit-publications-pdf-icon" style="width: 1em; height: 1em;" viewBox="0 0 1792 1792" role="img" aria-labelledby="kit-publications-pdf-icon-title-1000156904 kit-publications-pdf-icon-desc-1000156904"><title id="kit-publications-pdf-icon-title-1000156904">Volltext</title><desc id="kit-publications-pdf-icon-desc-1000156904">Volltext der Publikation als PDF-Dokument</desc><path class="kit-publications-document" fill="currentColor" d="M1596 380q28 28 48 76t20 88v1152q0 40-28 68t-68 28h-1344q-40 0-68-28t-28-68v-1600q0-40 28-68t68-28h896q40 0 88 20t76 48zm-444-244v376h376q-10-29-22-41l-313-313q-12-12-41-22zm384 1528v-1024h-416q-40 0-68-28t-28-68v-416h-768v1536h1280z"></path><path class="kit-publications-pdf-loop" fill="currentColor" transform="scale(149.33333,149.33333)" d="M 2.9207273,10.26846 C 2.8540792,10.252051 2.6479453,10.143928 2.6161614,10.108707 2.5725925,10.060427 2.5683857,9.9284956 2.6067401,9.8132406 2.6682152,9.6285079 2.9012597,9.3103129 3.1084212,9.1282537 3.3027013,8.9575151 3.6088075,8.7493984 3.8278651,8.6391152 c 0.075119,-0.037818 0.1265162,-0.030412 0.1502371,0.02165 0.027554,0.060475 0.00889,0.084293 0.2115585,-0.2700181 C 4.4657753,7.9080285 4.755206,7.3398995 4.9674545,6.864 5.0998465,6.5671533 5.204746,6.2938678 5.3204511,5.9443689 L 5.4250641,5.6283743 5.3683321,5.4061871 C 5.2518175,4.9498662 5.2049494,4.5671144 5.2150481,4.1543814 5.2264374,3.688901 5.2929369,3.5029942 5.468814,3.4449495 5.547842,3.4188679 5.7603647,3.4333715 5.830553,3.4696363 5.9562721,3.534593 6.0175951,3.7063539 5.9830451,3.8967563 5.9736122,3.9487403 5.9601494,4.168 5.9531277,4.384 5.9386589,4.8290813 5.9208323,5.0940295 5.8857456,5.3854676 5.8579503,5.6163421 5.8509372,5.5804196 5.9926557,5.9330909 6.1784634,6.3954793 6.4315855,6.7925396 6.7115572,7.0607969 6.8401329,7.183993 7.0333697,7.3266297 7.2619121,7.4670387 l 0.1375486,0.084505 0.2188151,-0.019837 c 0.3145041,-0.028513 0.8871242,-0.025169 1.1026301,0.00644 0.4205006,0.061674 0.6407873,0.1906815 0.6953063,0.4071961 0.013481,0.053535 0.012018,0.080368 -0.00818,0.1501051 -0.013529,0.046704 -0.029622,0.091462 -0.035762,0.099462 -0.00614,0.008 -0.015338,0.032041 -0.020439,0.053424 C 9.315254,8.4016593 9.0901043,8.4745389 8.7372772,8.4472598 8.3826886,8.4198444 7.8349562,8.2534842 7.408,8.0435242 L 7.2552727,7.9684192 7.0589091,7.9914966 C 6.2763636,8.0834641 5.5086556,8.2436964 4.8552727,8.4514289 l -0.2327272,0.073992 -0.109091,0.182214 C 4.3655162,8.9547354 4.1283334,9.3099537 3.9817134,9.504 3.5516457,10.073179 3.1889593,10.334502 2.9207273,10.26846 Z M 3.2715497,9.7076364 C 3.4340684,9.5468576 3.6180073,9.313544 3.8034985,9.0328966 3.8584272,8.9497897 3.9000771,8.8785014 3.8960538,8.8744781 3.8719084,8.8503327 3.4238262,9.2846416 3.2577328,9.4931783 3.135093,9.6471572 2.9861818,9.8781223 2.9861818,9.9143609 c 0,0.04257 0.1246532,-0.047731 0.2853679,-0.2067245 z m 1.827532,-1.6146946 c 0.435965,-0.1599907 1.004187,-0.3187047 1.436191,-0.4011529 0.092,-0.017558 0.1719036,-0.035952 0.1775637,-0.040875 0.00566,-0.00492 -0.042034,-0.051 -0.1059872,-0.1023934 C 6.3029187,7.3042775 5.9983818,6.9160093 5.7735121,6.4860608 5.7173952,6.3787658 5.6755351,6.3135014 5.6709734,6.3261916 5.4430976,6.960113 5.2699308,7.3502342 4.9807578,7.8811521 4.8917409,8.0445859 4.8189091,8.1804041 4.8189091,8.1829703 c 0,0.01114 0.036137,-4.727e-4 0.2801726,-0.090028 z m 4.0653727,0.00379 C 9.1547404,8.067142 9.0669284,8.0144612 8.9874673,7.9905479 8.8302256,7.9432271 8.1784041,7.886094 8.2152727,7.9228641 8.2494481,7.9569481 8.6557568,8.073834 8.826488,8.098697 c 0.1419718,0.020675 0.3450129,0.019492 0.3379664,-0.00197 z M 5.6916988,4.3549091 c 0.025619,-0.16 0.052343,-0.3017352 0.059387,-0.3149671 0.025738,-0.048351 -0.04688,-0.3032147 -0.086395,-0.3032147 -0.019755,0 -0.045225,0.1014181 -0.063331,0.2521684 -0.013283,0.1105991 -0.013201,0.1947949 3.607e-4,0.3709091 0.015969,0.2073814 0.028751,0.3015018 0.039414,0.2902267 0.00219,-0.00232 0.024945,-0.1351224 0.050564,-0.2951224 z"></path></svg></a> <a href="#"><svg xmlns="http://www.w3.org/2000/svg" class="kit-publications-sharing-icon" data-url="https://dbkit.bibliothek.kit.edu/api/v1/vv_veroeff/anonymous/sharing_menu" data-id="1000156904" data-lang="de" style="width: 1em; height: 1em; display: none;" viewBox="0 0 1792 1792" role="img" aria-labelledby="kit-publications-sharing-icon-title-1000156904 kit-publications-sharing-icon-desc-1000156904"><title id="kit-publications-sharing-icon-title-1000156904">Teilen</title><desc id="kit-publications-sharing-icon-desc-1000156904">Publikation exportieren/teilen</desc><path fill="currentColor" d="M1344 1024q133 0 226.5 93.5t93.5 226.5-93.5 226.5-226.5 93.5-226.5-93.5-93.5-226.5q0-12 2-34l-360-180q-92 86-218 86-133 0-226.5-93.5t-93.5-226.5 93.5-226.5 226.5-93.5q126 0 218 86l360-180q-2-22-2-34 0-133 93.5-226.5t226.5-93.5 226.5 93.5 93.5 226.5-93.5 226.5-226.5 93.5q-126 0-218-86l-360 180q2 22 2 34t-2 34l360 180q92-86 218-86z"></path></svg></a></div> </div> </div> </div> <div class="kit-publications-year" id="kit-publications-2022"> <div class="kit-publications-year-title kit-publications-title-level-1">2022</div> <div class="kit-publications-publication-list"> <div class="kit-publications-publication"> <div class="csl-entry" data-kit-publications-publication-id="1000151468"> <b><a href="https://publikationen.bibliothek.kit.edu/1000151468">A low-rank power iteration scheme for neutron transport criticality problems</a></b><br>Kusch, J.; Whewell, B.; Whewell, B.; McClarren, R.<br>2022. Journal of Computational Physics, 470, 111587. <a href="https://doi.org/10.1016/j.jcp.2022.111587">doi:10.1016/j.jcp.2022.111587</a> <a href="#"><svg xmlns="http://www.w3.org/2000/svg" class="kit-publications-sharing-icon" data-url="https://dbkit.bibliothek.kit.edu/api/v1/vv_veroeff/anonymous/sharing_menu" data-id="1000151468" data-lang="de" style="width: 1em; height: 1em; display: none;" viewBox="0 0 1792 1792" role="img" aria-labelledby="kit-publications-sharing-icon-title-1000151468 kit-publications-sharing-icon-desc-1000151468"><title id="kit-publications-sharing-icon-title-1000151468">Teilen</title><desc id="kit-publications-sharing-icon-desc-1000151468">Publikation exportieren/teilen</desc><path fill="currentColor" d="M1344 1024q133 0 226.5 93.5t93.5 226.5-93.5 226.5-226.5 93.5-226.5-93.5-93.5-226.5q0-12 2-34l-360-180q-92 86-218 86-133 0-226.5-93.5t-93.5-226.5 93.5-226.5 226.5-93.5q126 0 218 86l360-180q-2-22-2-34 0-133 93.5-226.5t226.5-93.5 226.5 93.5 93.5 226.5-93.5 226.5-226.5 93.5q-126 0-218-86l-360 180q2 22 2 34t-2 34l360 180q92-86 218-86z"></path></svg></a></div> </div> <div class="kit-publications-publication"> <div class="csl-entry" data-kit-publications-publication-id="1000151547"> <b><a href="https://publikationen.bibliothek.kit.edu/1000151547">Methodisch-didaktische Entwicklung und Evaluation von interaktiven Lehr- und Lernmaterialien zur Mathematik im Bereich der Klimaforschung</a></b>. Dissertation<br>Hattebuhr, M.<br>2022, Oktober 21. Karlsruher Institut für Technologie (KIT). <a href="https://doi.org/10.5445/IR/1000151547">doi:10.5445/IR/1000151547</a> <a href="https://publikationen.bibliothek.kit.edu/1000151547/149464488"><svg xmlns="http://www.w3.org/2000/svg" class="kit-publications-pdf-icon" style="width: 1em; height: 1em;" viewBox="0 0 1792 1792" role="img" aria-labelledby="kit-publications-pdf-icon-title-1000151547 kit-publications-pdf-icon-desc-1000151547"><title id="kit-publications-pdf-icon-title-1000151547">Volltext</title><desc id="kit-publications-pdf-icon-desc-1000151547">Volltext der Publikation als PDF-Dokument</desc><path class="kit-publications-document" fill="currentColor" d="M1596 380q28 28 48 76t20 88v1152q0 40-28 68t-68 28h-1344q-40 0-68-28t-28-68v-1600q0-40 28-68t68-28h896q40 0 88 20t76 48zm-444-244v376h376q-10-29-22-41l-313-313q-12-12-41-22zm384 1528v-1024h-416q-40 0-68-28t-28-68v-416h-768v1536h1280z"></path><path class="kit-publications-pdf-loop" fill="currentColor" transform="scale(149.33333,149.33333)" d="M 2.9207273,10.26846 C 2.8540792,10.252051 2.6479453,10.143928 2.6161614,10.108707 2.5725925,10.060427 2.5683857,9.9284956 2.6067401,9.8132406 2.6682152,9.6285079 2.9012597,9.3103129 3.1084212,9.1282537 3.3027013,8.9575151 3.6088075,8.7493984 3.8278651,8.6391152 c 0.075119,-0.037818 0.1265162,-0.030412 0.1502371,0.02165 0.027554,0.060475 0.00889,0.084293 0.2115585,-0.2700181 C 4.4657753,7.9080285 4.755206,7.3398995 4.9674545,6.864 5.0998465,6.5671533 5.204746,6.2938678 5.3204511,5.9443689 L 5.4250641,5.6283743 5.3683321,5.4061871 C 5.2518175,4.9498662 5.2049494,4.5671144 5.2150481,4.1543814 5.2264374,3.688901 5.2929369,3.5029942 5.468814,3.4449495 5.547842,3.4188679 5.7603647,3.4333715 5.830553,3.4696363 5.9562721,3.534593 6.0175951,3.7063539 5.9830451,3.8967563 5.9736122,3.9487403 5.9601494,4.168 5.9531277,4.384 5.9386589,4.8290813 5.9208323,5.0940295 5.8857456,5.3854676 5.8579503,5.6163421 5.8509372,5.5804196 5.9926557,5.9330909 6.1784634,6.3954793 6.4315855,6.7925396 6.7115572,7.0607969 6.8401329,7.183993 7.0333697,7.3266297 7.2619121,7.4670387 l 0.1375486,0.084505 0.2188151,-0.019837 c 0.3145041,-0.028513 0.8871242,-0.025169 1.1026301,0.00644 0.4205006,0.061674 0.6407873,0.1906815 0.6953063,0.4071961 0.013481,0.053535 0.012018,0.080368 -0.00818,0.1501051 -0.013529,0.046704 -0.029622,0.091462 -0.035762,0.099462 -0.00614,0.008 -0.015338,0.032041 -0.020439,0.053424 C 9.315254,8.4016593 9.0901043,8.4745389 8.7372772,8.4472598 8.3826886,8.4198444 7.8349562,8.2534842 7.408,8.0435242 L 7.2552727,7.9684192 7.0589091,7.9914966 C 6.2763636,8.0834641 5.5086556,8.2436964 4.8552727,8.4514289 l -0.2327272,0.073992 -0.109091,0.182214 C 4.3655162,8.9547354 4.1283334,9.3099537 3.9817134,9.504 3.5516457,10.073179 3.1889593,10.334502 2.9207273,10.26846 Z M 3.2715497,9.7076364 C 3.4340684,9.5468576 3.6180073,9.313544 3.8034985,9.0328966 3.8584272,8.9497897 3.9000771,8.8785014 3.8960538,8.8744781 3.8719084,8.8503327 3.4238262,9.2846416 3.2577328,9.4931783 3.135093,9.6471572 2.9861818,9.8781223 2.9861818,9.9143609 c 0,0.04257 0.1246532,-0.047731 0.2853679,-0.2067245 z m 1.827532,-1.6146946 c 0.435965,-0.1599907 1.004187,-0.3187047 1.436191,-0.4011529 0.092,-0.017558 0.1719036,-0.035952 0.1775637,-0.040875 0.00566,-0.00492 -0.042034,-0.051 -0.1059872,-0.1023934 C 6.3029187,7.3042775 5.9983818,6.9160093 5.7735121,6.4860608 5.7173952,6.3787658 5.6755351,6.3135014 5.6709734,6.3261916 5.4430976,6.960113 5.2699308,7.3502342 4.9807578,7.8811521 4.8917409,8.0445859 4.8189091,8.1804041 4.8189091,8.1829703 c 0,0.01114 0.036137,-4.727e-4 0.2801726,-0.090028 z m 4.0653727,0.00379 C 9.1547404,8.067142 9.0669284,8.0144612 8.9874673,7.9905479 8.8302256,7.9432271 8.1784041,7.886094 8.2152727,7.9228641 8.2494481,7.9569481 8.6557568,8.073834 8.826488,8.098697 c 0.1419718,0.020675 0.3450129,0.019492 0.3379664,-0.00197 z M 5.6916988,4.3549091 c 0.025619,-0.16 0.052343,-0.3017352 0.059387,-0.3149671 0.025738,-0.048351 -0.04688,-0.3032147 -0.086395,-0.3032147 -0.019755,0 -0.045225,0.1014181 -0.063331,0.2521684 -0.013283,0.1105991 -0.013201,0.1947949 3.607e-4,0.3709091 0.015969,0.2073814 0.028751,0.3015018 0.039414,0.2902267 0.00219,-0.00232 0.024945,-0.1351224 0.050564,-0.2951224 z"></path></svg></a> <a href="#"><svg xmlns="http://www.w3.org/2000/svg" class="kit-publications-sharing-icon" data-url="https://dbkit.bibliothek.kit.edu/api/v1/vv_veroeff/anonymous/sharing_menu" data-id="1000151547" data-lang="de" style="width: 1em; height: 1em; display: none;" viewBox="0 0 1792 1792" role="img" aria-labelledby="kit-publications-sharing-icon-title-1000151547 kit-publications-sharing-icon-desc-1000151547"><title id="kit-publications-sharing-icon-title-1000151547">Teilen</title><desc id="kit-publications-sharing-icon-desc-1000151547">Publikation exportieren/teilen</desc><path fill="currentColor" d="M1344 1024q133 0 226.5 93.5t93.5 226.5-93.5 226.5-226.5 93.5-226.5-93.5-93.5-226.5q0-12 2-34l-360-180q-92 86-218 86-133 0-226.5-93.5t-93.5-226.5 93.5-226.5 226.5-93.5q126 0 218 86l360-180q-2-22-2-34 0-133 93.5-226.5t226.5-93.5 226.5 93.5 93.5 226.5-93.5 226.5-226.5 93.5q-126 0-218-86l-360 180q2 22 2 34t-2 34l360 180q92-86 218-86z"></path></svg></a></div> </div> <div class="kit-publications-publication"> <div class="csl-entry" data-kit-publications-publication-id="1000150597"> <b><a href="https://publikationen.bibliothek.kit.edu/1000150597">A Well-Balanced Unified Gas-Kinetic Scheme for Multicomponent Flows under External Force Field</a></b><br>Xiao, T.<br>2022. Entropy, 24 (8), Art.-Nr.: 1110. <a href="https://doi.org/10.3390/e24081110">doi:10.3390/e24081110</a> <a href="https://publikationen.bibliothek.kit.edu/1000150597/149283716"><svg xmlns="http://www.w3.org/2000/svg" class="kit-publications-pdf-icon" style="width: 1em; height: 1em;" viewBox="0 0 1792 1792" role="img" aria-labelledby="kit-publications-pdf-icon-title-1000150597 kit-publications-pdf-icon-desc-1000150597"><title id="kit-publications-pdf-icon-title-1000150597">Volltext</title><desc id="kit-publications-pdf-icon-desc-1000150597">Volltext der Publikation als PDF-Dokument</desc><path class="kit-publications-document" fill="currentColor" d="M1596 380q28 28 48 76t20 88v1152q0 40-28 68t-68 28h-1344q-40 0-68-28t-28-68v-1600q0-40 28-68t68-28h896q40 0 88 20t76 48zm-444-244v376h376q-10-29-22-41l-313-313q-12-12-41-22zm384 1528v-1024h-416q-40 0-68-28t-28-68v-416h-768v1536h1280z"></path><path class="kit-publications-pdf-loop" fill="currentColor" transform="scale(149.33333,149.33333)" d="M 2.9207273,10.26846 C 2.8540792,10.252051 2.6479453,10.143928 2.6161614,10.108707 2.5725925,10.060427 2.5683857,9.9284956 2.6067401,9.8132406 2.6682152,9.6285079 2.9012597,9.3103129 3.1084212,9.1282537 3.3027013,8.9575151 3.6088075,8.7493984 3.8278651,8.6391152 c 0.075119,-0.037818 0.1265162,-0.030412 0.1502371,0.02165 0.027554,0.060475 0.00889,0.084293 0.2115585,-0.2700181 C 4.4657753,7.9080285 4.755206,7.3398995 4.9674545,6.864 5.0998465,6.5671533 5.204746,6.2938678 5.3204511,5.9443689 L 5.4250641,5.6283743 5.3683321,5.4061871 C 5.2518175,4.9498662 5.2049494,4.5671144 5.2150481,4.1543814 5.2264374,3.688901 5.2929369,3.5029942 5.468814,3.4449495 5.547842,3.4188679 5.7603647,3.4333715 5.830553,3.4696363 5.9562721,3.534593 6.0175951,3.7063539 5.9830451,3.8967563 5.9736122,3.9487403 5.9601494,4.168 5.9531277,4.384 5.9386589,4.8290813 5.9208323,5.0940295 5.8857456,5.3854676 5.8579503,5.6163421 5.8509372,5.5804196 5.9926557,5.9330909 6.1784634,6.3954793 6.4315855,6.7925396 6.7115572,7.0607969 6.8401329,7.183993 7.0333697,7.3266297 7.2619121,7.4670387 l 0.1375486,0.084505 0.2188151,-0.019837 c 0.3145041,-0.028513 0.8871242,-0.025169 1.1026301,0.00644 0.4205006,0.061674 0.6407873,0.1906815 0.6953063,0.4071961 0.013481,0.053535 0.012018,0.080368 -0.00818,0.1501051 -0.013529,0.046704 -0.029622,0.091462 -0.035762,0.099462 -0.00614,0.008 -0.015338,0.032041 -0.020439,0.053424 C 9.315254,8.4016593 9.0901043,8.4745389 8.7372772,8.4472598 8.3826886,8.4198444 7.8349562,8.2534842 7.408,8.0435242 L 7.2552727,7.9684192 7.0589091,7.9914966 C 6.2763636,8.0834641 5.5086556,8.2436964 4.8552727,8.4514289 l -0.2327272,0.073992 -0.109091,0.182214 C 4.3655162,8.9547354 4.1283334,9.3099537 3.9817134,9.504 3.5516457,10.073179 3.1889593,10.334502 2.9207273,10.26846 Z M 3.2715497,9.7076364 C 3.4340684,9.5468576 3.6180073,9.313544 3.8034985,9.0328966 3.8584272,8.9497897 3.9000771,8.8785014 3.8960538,8.8744781 3.8719084,8.8503327 3.4238262,9.2846416 3.2577328,9.4931783 3.135093,9.6471572 2.9861818,9.8781223 2.9861818,9.9143609 c 0,0.04257 0.1246532,-0.047731 0.2853679,-0.2067245 z m 1.827532,-1.6146946 c 0.435965,-0.1599907 1.004187,-0.3187047 1.436191,-0.4011529 0.092,-0.017558 0.1719036,-0.035952 0.1775637,-0.040875 0.00566,-0.00492 -0.042034,-0.051 -0.1059872,-0.1023934 C 6.3029187,7.3042775 5.9983818,6.9160093 5.7735121,6.4860608 5.7173952,6.3787658 5.6755351,6.3135014 5.6709734,6.3261916 5.4430976,6.960113 5.2699308,7.3502342 4.9807578,7.8811521 4.8917409,8.0445859 4.8189091,8.1804041 4.8189091,8.1829703 c 0,0.01114 0.036137,-4.727e-4 0.2801726,-0.090028 z m 4.0653727,0.00379 C 9.1547404,8.067142 9.0669284,8.0144612 8.9874673,7.9905479 8.8302256,7.9432271 8.1784041,7.886094 8.2152727,7.9228641 8.2494481,7.9569481 8.6557568,8.073834 8.826488,8.098697 c 0.1419718,0.020675 0.3450129,0.019492 0.3379664,-0.00197 z M 5.6916988,4.3549091 c 0.025619,-0.16 0.052343,-0.3017352 0.059387,-0.3149671 0.025738,-0.048351 -0.04688,-0.3032147 -0.086395,-0.3032147 -0.019755,0 -0.045225,0.1014181 -0.063331,0.2521684 -0.013283,0.1105991 -0.013201,0.1947949 3.607e-4,0.3709091 0.015969,0.2073814 0.028751,0.3015018 0.039414,0.2902267 0.00219,-0.00232 0.024945,-0.1351224 0.050564,-0.2951224 z"></path></svg></a> <a href="#"><svg xmlns="http://www.w3.org/2000/svg" class="kit-publications-sharing-icon" data-url="https://dbkit.bibliothek.kit.edu/api/v1/vv_veroeff/anonymous/sharing_menu" data-id="1000150597" data-lang="de" style="width: 1em; height: 1em; display: none;" viewBox="0 0 1792 1792" role="img" aria-labelledby="kit-publications-sharing-icon-title-1000150597 kit-publications-sharing-icon-desc-1000150597"><title id="kit-publications-sharing-icon-title-1000150597">Teilen</title><desc id="kit-publications-sharing-icon-desc-1000150597">Publikation exportieren/teilen</desc><path fill="currentColor" d="M1344 1024q133 0 226.5 93.5t93.5 226.5-93.5 226.5-226.5 93.5-226.5-93.5-93.5-226.5q0-12 2-34l-360-180q-92 86-218 86-133 0-226.5-93.5t-93.5-226.5 93.5-226.5 226.5-93.5q126 0 218 86l360-180q-2-22-2-34 0-133 93.5-226.5t226.5-93.5 226.5 93.5 93.5 226.5-93.5 226.5-226.5 93.5q-126 0-218-86l-360 180q2 22 2 34t-2 34l360 180q92-86 218-86z"></path></svg></a></div> </div> <div class="kit-publications-publication"> <div class="csl-entry" data-kit-publications-publication-id="1000142679"> <b><a href="https://publikationen.bibliothek.kit.edu/1000142679">A realizable filtered intrusive polynomial moment method</a></b><br>Alldredge, G.; Frank, M.; Kusch, J.; McClarren, R.<br>2022. Journal of computational and applied mathematics, 407, Art.-Nr.: 114055. <a href="https://doi.org/10.1016/j.cam.2021.114055">doi:10.1016/j.cam.2021.114055</a> <a href="#"><svg xmlns="http://www.w3.org/2000/svg" class="kit-publications-sharing-icon" data-url="https://dbkit.bibliothek.kit.edu/api/v1/vv_veroeff/anonymous/sharing_menu" data-id="1000142679" data-lang="de" style="width: 1em; height: 1em; display: none;" viewBox="0 0 1792 1792" role="img" aria-labelledby="kit-publications-sharing-icon-title-1000142679 kit-publications-sharing-icon-desc-1000142679"><title id="kit-publications-sharing-icon-title-1000142679">Teilen</title><desc id="kit-publications-sharing-icon-desc-1000142679">Publikation exportieren/teilen</desc><path fill="currentColor" d="M1344 1024q133 0 226.5 93.5t93.5 226.5-93.5 226.5-226.5 93.5-226.5-93.5-93.5-226.5q0-12 2-34l-360-180q-92 86-218 86-133 0-226.5-93.5t-93.5-226.5 93.5-226.5 226.5-93.5q126 0 218 86l360-180q-2-22-2-34 0-133 93.5-226.5t226.5-93.5 226.5 93.5 93.5 226.5-93.5 226.5-226.5 93.5q-126 0-218-86l-360 180q2 22 2 34t-2 34l360 180q92-86 218-86z"></path></svg></a></div> </div> <div class="kit-publications-publication"> <div class="csl-entry" data-kit-publications-publication-id="1000146797"> <b><a href="https://publikationen.bibliothek.kit.edu/1000146797">Mathematische Modellierungswochen – auch online</a></b><br>Schönbrodt, S.; Hofmann, S.<br>2022. Mitteilungen der Deutschen Mathematiker-Vereinigung, 30 (1), 46–50. <a href="https://doi.org/10.1515/dmvm-2022-0016">doi:10.1515/dmvm-2022-0016</a> <a href="#"><svg xmlns="http://www.w3.org/2000/svg" class="kit-publications-sharing-icon" data-url="https://dbkit.bibliothek.kit.edu/api/v1/vv_veroeff/anonymous/sharing_menu" data-id="1000146797" data-lang="de" style="width: 1em; height: 1em; display: none;" viewBox="0 0 1792 1792" role="img" aria-labelledby="kit-publications-sharing-icon-title-1000146797 kit-publications-sharing-icon-desc-1000146797"><title id="kit-publications-sharing-icon-title-1000146797">Teilen</title><desc id="kit-publications-sharing-icon-desc-1000146797">Publikation exportieren/teilen</desc><path fill="currentColor" d="M1344 1024q133 0 226.5 93.5t93.5 226.5-93.5 226.5-226.5 93.5-226.5-93.5-93.5-226.5q0-12 2-34l-360-180q-92 86-218 86-133 0-226.5-93.5t-93.5-226.5 93.5-226.5 226.5-93.5q126 0 218 86l360-180q-2-22-2-34 0-133 93.5-226.5t226.5-93.5 226.5 93.5 93.5 226.5-93.5 226.5-226.5 93.5q-126 0-218-86l-360 180q2 22 2 34t-2 34l360 180q92-86 218-86z"></path></svg></a></div> </div> <div class="kit-publications-publication"> <div class="csl-entry" data-kit-publications-publication-id="1000143530"> <b><a href="https://publikationen.bibliothek.kit.edu/1000143530">Optimierungsprobleme in der mathematischen Modellierung : Grundlegende Aspekte und Chancen aus Sicht der Mathematikdidaktik – herausgestellt an aktuellen Problemen aus der Forschung zu künstlicher Intelligenz und erneuerbaren Energien</a></b>. Dissertation<br>Schönbrodt, S.<br>2022, März 10. Karlsruher Institut für Technologie (KIT). <a href="https://doi.org/10.5445/IR/1000143530">doi:10.5445/IR/1000143530</a> <a href="https://publikationen.bibliothek.kit.edu/1000143530/148488530"><svg xmlns="http://www.w3.org/2000/svg" class="kit-publications-pdf-icon" style="width: 1em; height: 1em;" viewBox="0 0 1792 1792" role="img" aria-labelledby="kit-publications-pdf-icon-title-1000143530 kit-publications-pdf-icon-desc-1000143530"><title id="kit-publications-pdf-icon-title-1000143530">Volltext</title><desc id="kit-publications-pdf-icon-desc-1000143530">Volltext der Publikation als PDF-Dokument</desc><path class="kit-publications-document" fill="currentColor" d="M1596 380q28 28 48 76t20 88v1152q0 40-28 68t-68 28h-1344q-40 0-68-28t-28-68v-1600q0-40 28-68t68-28h896q40 0 88 20t76 48zm-444-244v376h376q-10-29-22-41l-313-313q-12-12-41-22zm384 1528v-1024h-416q-40 0-68-28t-28-68v-416h-768v1536h1280z"></path><path class="kit-publications-pdf-loop" fill="currentColor" transform="scale(149.33333,149.33333)" d="M 2.9207273,10.26846 C 2.8540792,10.252051 2.6479453,10.143928 2.6161614,10.108707 2.5725925,10.060427 2.5683857,9.9284956 2.6067401,9.8132406 2.6682152,9.6285079 2.9012597,9.3103129 3.1084212,9.1282537 3.3027013,8.9575151 3.6088075,8.7493984 3.8278651,8.6391152 c 0.075119,-0.037818 0.1265162,-0.030412 0.1502371,0.02165 0.027554,0.060475 0.00889,0.084293 0.2115585,-0.2700181 C 4.4657753,7.9080285 4.755206,7.3398995 4.9674545,6.864 5.0998465,6.5671533 5.204746,6.2938678 5.3204511,5.9443689 L 5.4250641,5.6283743 5.3683321,5.4061871 C 5.2518175,4.9498662 5.2049494,4.5671144 5.2150481,4.1543814 5.2264374,3.688901 5.2929369,3.5029942 5.468814,3.4449495 5.547842,3.4188679 5.7603647,3.4333715 5.830553,3.4696363 5.9562721,3.534593 6.0175951,3.7063539 5.9830451,3.8967563 5.9736122,3.9487403 5.9601494,4.168 5.9531277,4.384 5.9386589,4.8290813 5.9208323,5.0940295 5.8857456,5.3854676 5.8579503,5.6163421 5.8509372,5.5804196 5.9926557,5.9330909 6.1784634,6.3954793 6.4315855,6.7925396 6.7115572,7.0607969 6.8401329,7.183993 7.0333697,7.3266297 7.2619121,7.4670387 l 0.1375486,0.084505 0.2188151,-0.019837 c 0.3145041,-0.028513 0.8871242,-0.025169 1.1026301,0.00644 0.4205006,0.061674 0.6407873,0.1906815 0.6953063,0.4071961 0.013481,0.053535 0.012018,0.080368 -0.00818,0.1501051 -0.013529,0.046704 -0.029622,0.091462 -0.035762,0.099462 -0.00614,0.008 -0.015338,0.032041 -0.020439,0.053424 C 9.315254,8.4016593 9.0901043,8.4745389 8.7372772,8.4472598 8.3826886,8.4198444 7.8349562,8.2534842 7.408,8.0435242 L 7.2552727,7.9684192 7.0589091,7.9914966 C 6.2763636,8.0834641 5.5086556,8.2436964 4.8552727,8.4514289 l -0.2327272,0.073992 -0.109091,0.182214 C 4.3655162,8.9547354 4.1283334,9.3099537 3.9817134,9.504 3.5516457,10.073179 3.1889593,10.334502 2.9207273,10.26846 Z M 3.2715497,9.7076364 C 3.4340684,9.5468576 3.6180073,9.313544 3.8034985,9.0328966 3.8584272,8.9497897 3.9000771,8.8785014 3.8960538,8.8744781 3.8719084,8.8503327 3.4238262,9.2846416 3.2577328,9.4931783 3.135093,9.6471572 2.9861818,9.8781223 2.9861818,9.9143609 c 0,0.04257 0.1246532,-0.047731 0.2853679,-0.2067245 z m 1.827532,-1.6146946 c 0.435965,-0.1599907 1.004187,-0.3187047 1.436191,-0.4011529 0.092,-0.017558 0.1719036,-0.035952 0.1775637,-0.040875 0.00566,-0.00492 -0.042034,-0.051 -0.1059872,-0.1023934 C 6.3029187,7.3042775 5.9983818,6.9160093 5.7735121,6.4860608 5.7173952,6.3787658 5.6755351,6.3135014 5.6709734,6.3261916 5.4430976,6.960113 5.2699308,7.3502342 4.9807578,7.8811521 4.8917409,8.0445859 4.8189091,8.1804041 4.8189091,8.1829703 c 0,0.01114 0.036137,-4.727e-4 0.2801726,-0.090028 z m 4.0653727,0.00379 C 9.1547404,8.067142 9.0669284,8.0144612 8.9874673,7.9905479 8.8302256,7.9432271 8.1784041,7.886094 8.2152727,7.9228641 8.2494481,7.9569481 8.6557568,8.073834 8.826488,8.098697 c 0.1419718,0.020675 0.3450129,0.019492 0.3379664,-0.00197 z M 5.6916988,4.3549091 c 0.025619,-0.16 0.052343,-0.3017352 0.059387,-0.3149671 0.025738,-0.048351 -0.04688,-0.3032147 -0.086395,-0.3032147 -0.019755,0 -0.045225,0.1014181 -0.063331,0.2521684 -0.013283,0.1105991 -0.013201,0.1947949 3.607e-4,0.3709091 0.015969,0.2073814 0.028751,0.3015018 0.039414,0.2902267 0.00219,-0.00232 0.024945,-0.1351224 0.050564,-0.2951224 z"></path></svg></a> <a href="#"><svg xmlns="http://www.w3.org/2000/svg" class="kit-publications-sharing-icon" data-url="https://dbkit.bibliothek.kit.edu/api/v1/vv_veroeff/anonymous/sharing_menu" data-id="1000143530" data-lang="de" style="width: 1em; 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Frank, M.<br>2022. Teaching Mathematics and its Applications: An International Journal of the IMA, 41 (3), 240–255. <a href="https://doi.org/10.1093/teamat/hrab009">doi:10.1093/teamat/hrab009</a> <a href="#"><svg xmlns="http://www.w3.org/2000/svg" class="kit-publications-sharing-icon" data-url="https://dbkit.bibliothek.kit.edu/api/v1/vv_veroeff/anonymous/sharing_menu" data-id="1000158501" data-lang="de" style="width: 1em; height: 1em; display: none;" viewBox="0 0 1792 1792" role="img" aria-labelledby="kit-publications-sharing-icon-title-1000158501 kit-publications-sharing-icon-desc-1000158501"><title id="kit-publications-sharing-icon-title-1000158501">Teilen</title><desc id="kit-publications-sharing-icon-desc-1000158501">Publikation exportieren/teilen</desc><path fill="currentColor" d="M1344 1024q133 0 226.5 93.5t93.5 226.5-93.5 226.5-226.5 93.5-226.5-93.5-93.5-226.5q0-12 2-34l-360-180q-92 86-218 86-133 0-226.5-93.5t-93.5-226.5 93.5-226.5 226.5-93.5q126 0 218 86l360-180q-2-22-2-34 0-133 93.5-226.5t226.5-93.5 226.5 93.5 93.5 226.5-93.5 226.5-226.5 93.5q-126 0-218-86l-360 180q2 22 2 34t-2 34l360 180q92-86 218-86z"></path></svg></a></div> </div> <div class="kit-publications-publication"> <div class="csl-entry" data-kit-publications-publication-id="1000154717"> <b><a href="https://publikationen.bibliothek.kit.edu/1000154717">An Investigation of Uncertainty Propagation in Non-equilibrium Flows</a></b><br>Xiao, T.<br>2022. International Journal of Computational Fluid Dynamics, 36 (4), 294–318. <a href="https://doi.org/10.1080/10618562.2022.2104262">doi:10.1080/10618562.2022.2104262</a> <a href="#"><svg xmlns="http://www.w3.org/2000/svg" class="kit-publications-sharing-icon" data-url="https://dbkit.bibliothek.kit.edu/api/v1/vv_veroeff/anonymous/sharing_menu" data-id="1000154717" data-lang="de" style="width: 1em; height: 1em; display: none;" viewBox="0 0 1792 1792" role="img" aria-labelledby="kit-publications-sharing-icon-title-1000154717 kit-publications-sharing-icon-desc-1000154717"><title id="kit-publications-sharing-icon-title-1000154717">Teilen</title><desc id="kit-publications-sharing-icon-desc-1000154717">Publikation exportieren/teilen</desc><path fill="currentColor" d="M1344 1024q133 0 226.5 93.5t93.5 226.5-93.5 226.5-226.5 93.5-226.5-93.5-93.5-226.5q0-12 2-34l-360-180q-92 86-218 86-133 0-226.5-93.5t-93.5-226.5 93.5-226.5 226.5-93.5q126 0 218 86l360-180q-2-22-2-34 0-133 93.5-226.5t226.5-93.5 226.5 93.5 93.5 226.5-93.5 226.5-226.5 93.5q-126 0-218-86l-360 180q2 22 2 34t-2 34l360 180q92-86 218-86z"></path></svg></a></div> </div> <div class="kit-publications-publication"> <div class="csl-entry" data-kit-publications-publication-id="1000154054"> <b><a href="https://publikationen.bibliothek.kit.edu/1000154054">Erneuerbare Energien – Modellierung und Optimierung eines Solarkraftwerks</a></b><br>Schönbrodt, S.<br>2022. Neue Materialien für einen realitätsbezogenen Mathematikunterricht. Hrsg.: M. Frank, 15–69, Springer Spektrum. <a href="https://doi.org/10.1007/978-3-662-63647-3_3">doi:10.1007/978-3-662-63647-3_3</a> <a href="#"><svg xmlns="http://www.w3.org/2000/svg" class="kit-publications-sharing-icon" data-url="https://dbkit.bibliothek.kit.edu/api/v1/vv_veroeff/anonymous/sharing_menu" data-id="1000154054" data-lang="de" style="width: 1em; height: 1em; display: none;" viewBox="0 0 1792 1792" role="img" aria-labelledby="kit-publications-sharing-icon-title-1000154054 kit-publications-sharing-icon-desc-1000154054"><title id="kit-publications-sharing-icon-title-1000154054">Teilen</title><desc id="kit-publications-sharing-icon-desc-1000154054">Publikation exportieren/teilen</desc><path fill="currentColor" d="M1344 1024q133 0 226.5 93.5t93.5 226.5-93.5 226.5-226.5 93.5-226.5-93.5-93.5-226.5q0-12 2-34l-360-180q-92 86-218 86-133 0-226.5-93.5t-93.5-226.5 93.5-226.5 226.5-93.5q126 0 218 86l360-180q-2-22-2-34 0-133 93.5-226.5t226.5-93.5 226.5 93.5 93.5 226.5-93.5 226.5-226.5 93.5q-126 0-218-86l-360 180q2 22 2 34t-2 34l360 180q92-86 218-86z"></path></svg></a></div> </div> <div class="kit-publications-publication"> <div class="csl-entry" data-kit-publications-publication-id="1000154053"> <b><a href="https://publikationen.bibliothek.kit.edu/1000154053">Aufbau und Einsatzmöglichkeiten des Lehr- und Lernmaterials</a></b><br>Gerhard, M.; Hattebuhr, M.; Schönbrodt, S.; Wohak, K.<br>2022. Neue Materialien für einen realitätsbezogenen Mathematikunterricht. Hrsg.: M. 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Frank, 1–6, Springer Spektrum. <a href="https://doi.org/10.1007/978-3-662-63647-3_1">doi:10.1007/978-3-662-63647-3_1</a> <a href="#"><svg xmlns="http://www.w3.org/2000/svg" class="kit-publications-sharing-icon" data-url="https://dbkit.bibliothek.kit.edu/api/v1/vv_veroeff/anonymous/sharing_menu" data-id="1000154052" data-lang="de" style="width: 1em; height: 1em; display: none;" viewBox="0 0 1792 1792" role="img" aria-labelledby="kit-publications-sharing-icon-title-1000154052 kit-publications-sharing-icon-desc-1000154052"><title id="kit-publications-sharing-icon-title-1000154052">Teilen</title><desc id="kit-publications-sharing-icon-desc-1000154052">Publikation exportieren/teilen</desc><path fill="currentColor" d="M1344 1024q133 0 226.5 93.5t93.5 226.5-93.5 226.5-226.5 93.5-226.5-93.5-93.5-226.5q0-12 2-34l-360-180q-92 86-218 86-133 0-226.5-93.5t-93.5-226.5 93.5-226.5 226.5-93.5q126 0 218 86l360-180q-2-22-2-34 0-133 93.5-226.5t226.5-93.5 226.5 93.5 93.5 226.5-93.5 226.5-226.5 93.5q-126 0-218-86l-360 180q2 22 2 34t-2 34l360 180q92-86 218-86z"></path></svg></a></div> </div> <div class="kit-publications-publication"> <div class="csl-entry" data-kit-publications-publication-id="1000149501"> <b><a href="https://publikationen.bibliothek.kit.edu/1000149501">Dynamical low-rank approximation for Burgers’ equation with uncertainty</a></b><br>Kusch, J.; Ceruti, G.; Einkemmer, L.; Frank, M.<br>2022. 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Modelling in Science Education and Learning, 15 (1), 151–174. <a href="https://doi.org/10.4995/msel.2022.16269">doi:10.4995/msel.2022.16269</a> <a href="https://publikationen.bibliothek.kit.edu/1000143582/148485239"><svg xmlns="http://www.w3.org/2000/svg" class="kit-publications-pdf-icon" style="width: 1em; height: 1em;" viewBox="0 0 1792 1792" role="img" aria-labelledby="kit-publications-pdf-icon-title-1000143582 kit-publications-pdf-icon-desc-1000143582"><title id="kit-publications-pdf-icon-title-1000143582">Volltext</title><desc id="kit-publications-pdf-icon-desc-1000143582">Volltext der Publikation als PDF-Dokument</desc><path class="kit-publications-document" fill="currentColor" d="M1596 380q28 28 48 76t20 88v1152q0 40-28 68t-68 28h-1344q-40 0-68-28t-28-68v-1600q0-40 28-68t68-28h896q40 0 88 20t76 48zm-444-244v376h376q-10-29-22-41l-313-313q-12-12-41-22zm384 1528v-1024h-416q-40 0-68-28t-28-68v-416h-768v1536h1280z"></path><path class="kit-publications-pdf-loop" fill="currentColor" transform="scale(149.33333,149.33333)" d="M 2.9207273,10.26846 C 2.8540792,10.252051 2.6479453,10.143928 2.6161614,10.108707 2.5725925,10.060427 2.5683857,9.9284956 2.6067401,9.8132406 2.6682152,9.6285079 2.9012597,9.3103129 3.1084212,9.1282537 3.3027013,8.9575151 3.6088075,8.7493984 3.8278651,8.6391152 c 0.075119,-0.037818 0.1265162,-0.030412 0.1502371,0.02165 0.027554,0.060475 0.00889,0.084293 0.2115585,-0.2700181 C 4.4657753,7.9080285 4.755206,7.3398995 4.9674545,6.864 5.0998465,6.5671533 5.204746,6.2938678 5.3204511,5.9443689 L 5.4250641,5.6283743 5.3683321,5.4061871 C 5.2518175,4.9498662 5.2049494,4.5671144 5.2150481,4.1543814 5.2264374,3.688901 5.2929369,3.5029942 5.468814,3.4449495 5.547842,3.4188679 5.7603647,3.4333715 5.830553,3.4696363 5.9562721,3.534593 6.0175951,3.7063539 5.9830451,3.8967563 5.9736122,3.9487403 5.9601494,4.168 5.9531277,4.384 5.9386589,4.8290813 5.9208323,5.0940295 5.8857456,5.3854676 5.8579503,5.6163421 5.8509372,5.5804196 5.9926557,5.9330909 6.1784634,6.3954793 6.4315855,6.7925396 6.7115572,7.0607969 6.8401329,7.183993 7.0333697,7.3266297 7.2619121,7.4670387 l 0.1375486,0.084505 0.2188151,-0.019837 c 0.3145041,-0.028513 0.8871242,-0.025169 1.1026301,0.00644 0.4205006,0.061674 0.6407873,0.1906815 0.6953063,0.4071961 0.013481,0.053535 0.012018,0.080368 -0.00818,0.1501051 -0.013529,0.046704 -0.029622,0.091462 -0.035762,0.099462 -0.00614,0.008 -0.015338,0.032041 -0.020439,0.053424 C 9.315254,8.4016593 9.0901043,8.4745389 8.7372772,8.4472598 8.3826886,8.4198444 7.8349562,8.2534842 7.408,8.0435242 L 7.2552727,7.9684192 7.0589091,7.9914966 C 6.2763636,8.0834641 5.5086556,8.2436964 4.8552727,8.4514289 l -0.2327272,0.073992 -0.109091,0.182214 C 4.3655162,8.9547354 4.1283334,9.3099537 3.9817134,9.504 3.5516457,10.073179 3.1889593,10.334502 2.9207273,10.26846 Z M 3.2715497,9.7076364 C 3.4340684,9.5468576 3.6180073,9.313544 3.8034985,9.0328966 3.8584272,8.9497897 3.9000771,8.8785014 3.8960538,8.8744781 3.8719084,8.8503327 3.4238262,9.2846416 3.2577328,9.4931783 3.135093,9.6471572 2.9861818,9.8781223 2.9861818,9.9143609 c 0,0.04257 0.1246532,-0.047731 0.2853679,-0.2067245 z m 1.827532,-1.6146946 c 0.435965,-0.1599907 1.004187,-0.3187047 1.436191,-0.4011529 0.092,-0.017558 0.1719036,-0.035952 0.1775637,-0.040875 0.00566,-0.00492 -0.042034,-0.051 -0.1059872,-0.1023934 C 6.3029187,7.3042775 5.9983818,6.9160093 5.7735121,6.4860608 5.7173952,6.3787658 5.6755351,6.3135014 5.6709734,6.3261916 5.4430976,6.960113 5.2699308,7.3502342 4.9807578,7.8811521 4.8917409,8.0445859 4.8189091,8.1804041 4.8189091,8.1829703 c 0,0.01114 0.036137,-4.727e-4 0.2801726,-0.090028 z m 4.0653727,0.00379 C 9.1547404,8.067142 9.0669284,8.0144612 8.9874673,7.9905479 8.8302256,7.9432271 8.1784041,7.886094 8.2152727,7.9228641 8.2494481,7.9569481 8.6557568,8.073834 8.826488,8.098697 c 0.1419718,0.020675 0.3450129,0.019492 0.3379664,-0.00197 z M 5.6916988,4.3549091 c 0.025619,-0.16 0.052343,-0.3017352 0.059387,-0.3149671 0.025738,-0.048351 -0.04688,-0.3032147 -0.086395,-0.3032147 -0.019755,0 -0.045225,0.1014181 -0.063331,0.2521684 -0.013283,0.1105991 -0.013201,0.1947949 3.607e-4,0.3709091 0.015969,0.2073814 0.028751,0.3015018 0.039414,0.2902267 0.00219,-0.00232 0.024945,-0.1351224 0.050564,-0.2951224 z"></path></svg></a> <a href="#"><svg xmlns="http://www.w3.org/2000/svg" class="kit-publications-sharing-icon" data-url="https://dbkit.bibliothek.kit.edu/api/v1/vv_veroeff/anonymous/sharing_menu" data-id="1000143582" data-lang="de" style="width: 1em; height: 1em; display: none;" viewBox="0 0 1792 1792" role="img" aria-labelledby="kit-publications-sharing-icon-title-1000143582 kit-publications-sharing-icon-desc-1000143582"><title id="kit-publications-sharing-icon-title-1000143582">Teilen</title><desc id="kit-publications-sharing-icon-desc-1000143582">Publikation exportieren/teilen</desc><path fill="currentColor" d="M1344 1024q133 0 226.5 93.5t93.5 226.5-93.5 226.5-226.5 93.5-226.5-93.5-93.5-226.5q0-12 2-34l-360-180q-92 86-218 86-133 0-226.5-93.5t-93.5-226.5 93.5-226.5 226.5-93.5q126 0 218 86l360-180q-2-22-2-34 0-133 93.5-226.5t226.5-93.5 226.5 93.5 93.5 226.5-93.5 226.5-226.5 93.5q-126 0-218-86l-360 180q2 22 2 34t-2 34l360 180q92-86 218-86z"></path></svg></a></div> </div> <div class="kit-publications-publication"> <div class="csl-entry" data-kit-publications-publication-id="1000142983"> <b><a href="https://publikationen.bibliothek.kit.edu/1000142983">Partial Cross-Section Calculations for PGNAA Based on a Deterministic Neutron Transport Solver</a></b><br>Jesser, A.; Krycki, K.; Frank, M.<br>2022. Nuclear technology, 208 (7), 1114–1123. <a href="https://doi.org/10.1080/00295450.2021.2016018">doi:10.1080/00295450.2021.2016018</a> <a href="https://publikationen.bibliothek.kit.edu/1000142983/146392914"><svg xmlns="http://www.w3.org/2000/svg" class="kit-publications-pdf-icon" style="width: 1em; height: 1em;" viewBox="0 0 1792 1792" role="img" aria-labelledby="kit-publications-pdf-icon-title-1000142983 kit-publications-pdf-icon-desc-1000142983"><title id="kit-publications-pdf-icon-title-1000142983">Volltext</title><desc id="kit-publications-pdf-icon-desc-1000142983">Volltext der Publikation als PDF-Dokument</desc><path class="kit-publications-document" fill="currentColor" d="M1596 380q28 28 48 76t20 88v1152q0 40-28 68t-68 28h-1344q-40 0-68-28t-28-68v-1600q0-40 28-68t68-28h896q40 0 88 20t76 48zm-444-244v376h376q-10-29-22-41l-313-313q-12-12-41-22zm384 1528v-1024h-416q-40 0-68-28t-28-68v-416h-768v1536h1280z"></path><path class="kit-publications-pdf-loop" fill="currentColor" transform="scale(149.33333,149.33333)" d="M 2.9207273,10.26846 C 2.8540792,10.252051 2.6479453,10.143928 2.6161614,10.108707 2.5725925,10.060427 2.5683857,9.9284956 2.6067401,9.8132406 2.6682152,9.6285079 2.9012597,9.3103129 3.1084212,9.1282537 3.3027013,8.9575151 3.6088075,8.7493984 3.8278651,8.6391152 c 0.075119,-0.037818 0.1265162,-0.030412 0.1502371,0.02165 0.027554,0.060475 0.00889,0.084293 0.2115585,-0.2700181 C 4.4657753,7.9080285 4.755206,7.3398995 4.9674545,6.864 5.0998465,6.5671533 5.204746,6.2938678 5.3204511,5.9443689 L 5.4250641,5.6283743 5.3683321,5.4061871 C 5.2518175,4.9498662 5.2049494,4.5671144 5.2150481,4.1543814 5.2264374,3.688901 5.2929369,3.5029942 5.468814,3.4449495 5.547842,3.4188679 5.7603647,3.4333715 5.830553,3.4696363 5.9562721,3.534593 6.0175951,3.7063539 5.9830451,3.8967563 5.9736122,3.9487403 5.9601494,4.168 5.9531277,4.384 5.9386589,4.8290813 5.9208323,5.0940295 5.8857456,5.3854676 5.8579503,5.6163421 5.8509372,5.5804196 5.9926557,5.9330909 6.1784634,6.3954793 6.4315855,6.7925396 6.7115572,7.0607969 6.8401329,7.183993 7.0333697,7.3266297 7.2619121,7.4670387 l 0.1375486,0.084505 0.2188151,-0.019837 c 0.3145041,-0.028513 0.8871242,-0.025169 1.1026301,0.00644 0.4205006,0.061674 0.6407873,0.1906815 0.6953063,0.4071961 0.013481,0.053535 0.012018,0.080368 -0.00818,0.1501051 -0.013529,0.046704 -0.029622,0.091462 -0.035762,0.099462 -0.00614,0.008 -0.015338,0.032041 -0.020439,0.053424 C 9.315254,8.4016593 9.0901043,8.4745389 8.7372772,8.4472598 8.3826886,8.4198444 7.8349562,8.2534842 7.408,8.0435242 L 7.2552727,7.9684192 7.0589091,7.9914966 C 6.2763636,8.0834641 5.5086556,8.2436964 4.8552727,8.4514289 l -0.2327272,0.073992 -0.109091,0.182214 C 4.3655162,8.9547354 4.1283334,9.3099537 3.9817134,9.504 3.5516457,10.073179 3.1889593,10.334502 2.9207273,10.26846 Z M 3.2715497,9.7076364 C 3.4340684,9.5468576 3.6180073,9.313544 3.8034985,9.0328966 3.8584272,8.9497897 3.9000771,8.8785014 3.8960538,8.8744781 3.8719084,8.8503327 3.4238262,9.2846416 3.2577328,9.4931783 3.135093,9.6471572 2.9861818,9.8781223 2.9861818,9.9143609 c 0,0.04257 0.1246532,-0.047731 0.2853679,-0.2067245 z m 1.827532,-1.6146946 c 0.435965,-0.1599907 1.004187,-0.3187047 1.436191,-0.4011529 0.092,-0.017558 0.1719036,-0.035952 0.1775637,-0.040875 0.00566,-0.00492 -0.042034,-0.051 -0.1059872,-0.1023934 C 6.3029187,7.3042775 5.9983818,6.9160093 5.7735121,6.4860608 5.7173952,6.3787658 5.6755351,6.3135014 5.6709734,6.3261916 5.4430976,6.960113 5.2699308,7.3502342 4.9807578,7.8811521 4.8917409,8.0445859 4.8189091,8.1804041 4.8189091,8.1829703 c 0,0.01114 0.036137,-4.727e-4 0.2801726,-0.090028 z m 4.0653727,0.00379 C 9.1547404,8.067142 9.0669284,8.0144612 8.9874673,7.9905479 8.8302256,7.9432271 8.1784041,7.886094 8.2152727,7.9228641 8.2494481,7.9569481 8.6557568,8.073834 8.826488,8.098697 c 0.1419718,0.020675 0.3450129,0.019492 0.3379664,-0.00197 z M 5.6916988,4.3549091 c 0.025619,-0.16 0.052343,-0.3017352 0.059387,-0.3149671 0.025738,-0.048351 -0.04688,-0.3032147 -0.086395,-0.3032147 -0.019755,0 -0.045225,0.1014181 -0.063331,0.2521684 -0.013283,0.1105991 -0.013201,0.1947949 3.607e-4,0.3709091 0.015969,0.2073814 0.028751,0.3015018 0.039414,0.2902267 0.00219,-0.00232 0.024945,-0.1351224 0.050564,-0.2951224 z"></path></svg></a> <a href="#"><svg xmlns="http://www.w3.org/2000/svg" class="kit-publications-sharing-icon" data-url="https://dbkit.bibliothek.kit.edu/api/v1/vv_veroeff/anonymous/sharing_menu" data-id="1000142983" data-lang="de" style="width: 1em; 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Kusch, J.; Lubich, C.<br>2022. BIT, 62 (4), 1149–1174. <a href="https://doi.org/10.1007/s10543-021-00907-7">doi:10.1007/s10543-021-00907-7</a> <a href="#"><svg xmlns="http://www.w3.org/2000/svg" class="kit-publications-sharing-icon" data-url="https://dbkit.bibliothek.kit.edu/api/v1/vv_veroeff/anonymous/sharing_menu" data-id="1000142593" data-lang="de" style="width: 1em; height: 1em; display: none;" viewBox="0 0 1792 1792" role="img" aria-labelledby="kit-publications-sharing-icon-title-1000142593 kit-publications-sharing-icon-desc-1000142593"><title id="kit-publications-sharing-icon-title-1000142593">Teilen</title><desc id="kit-publications-sharing-icon-desc-1000142593">Publikation exportieren/teilen</desc><path fill="currentColor" d="M1344 1024q133 0 226.5 93.5t93.5 226.5-93.5 226.5-226.5 93.5-226.5-93.5-93.5-226.5q0-12 2-34l-360-180q-92 86-218 86-133 0-226.5-93.5t-93.5-226.5 93.5-226.5 226.5-93.5q126 0 218 86l360-180q-2-22-2-34 0-133 93.5-226.5t226.5-93.5 226.5 93.5 93.5 226.5-93.5 226.5-226.5 93.5q-126 0-218-86l-360 180q2 22 2 34t-2 34l360 180q92-86 218-86z"></path></svg></a></div> </div> <div class="kit-publications-publication"> <div class="csl-entry" data-kit-publications-publication-id="1000141588"> <b><a href="https://publikationen.bibliothek.kit.edu/1000141588">Uncertainty quantification of offshore wind farms using Monte Carlo and sparse grid</a></b><br>Richter, P.; Wolters, J.; Frank, M.<br>2022. Energy Sources, Part B: Economics, Planning and Policy, 17 (1), Art.Nr. 2000520. <a href="https://doi.org/10.1080/15567249.2021.2000520">doi:10.1080/15567249.2021.2000520</a> <a href="#"><svg xmlns="http://www.w3.org/2000/svg" class="kit-publications-sharing-icon" data-url="https://dbkit.bibliothek.kit.edu/api/v1/vv_veroeff/anonymous/sharing_menu" data-id="1000141588" data-lang="de" style="width: 1em; height: 1em; display: none;" viewBox="0 0 1792 1792" role="img" aria-labelledby="kit-publications-sharing-icon-title-1000141588 kit-publications-sharing-icon-desc-1000141588"><title id="kit-publications-sharing-icon-title-1000141588">Teilen</title><desc id="kit-publications-sharing-icon-desc-1000141588">Publikation exportieren/teilen</desc><path fill="currentColor" d="M1344 1024q133 0 226.5 93.5t93.5 226.5-93.5 226.5-226.5 93.5-226.5-93.5-93.5-226.5q0-12 2-34l-360-180q-92 86-218 86-133 0-226.5-93.5t-93.5-226.5 93.5-226.5 226.5-93.5q126 0 218 86l360-180q-2-22-2-34 0-133 93.5-226.5t226.5-93.5 226.5 93.5 93.5 226.5-93.5 226.5-226.5 93.5q-126 0-218-86l-360 180q2 22 2 34t-2 34l360 180q92-86 218-86z"></path></svg></a></div> </div> <div class="kit-publications-publication"> <div class="csl-entry" data-kit-publications-publication-id="1000137006"> <b><a href="https://publikationen.bibliothek.kit.edu/1000137006">Oscillation mitigation of hyperbolicity-preserving intrusive uncertainty quantification methods for systems of conservation laws</a></b><br>Kusch, J.; Schlachter, L.<br>2022. Journal of Computational and Applied Mathematics, 400, Art.-Nr.: 113714. <a href="https://doi.org/10.1016/j.cam.2021.113714">doi:10.1016/j.cam.2021.113714</a> <a href="#"><svg xmlns="http://www.w3.org/2000/svg" class="kit-publications-sharing-icon" data-url="https://dbkit.bibliothek.kit.edu/api/v1/vv_veroeff/anonymous/sharing_menu" data-id="1000137006" data-lang="de" style="width: 1em; height: 1em; display: none;" viewBox="0 0 1792 1792" role="img" aria-labelledby="kit-publications-sharing-icon-title-1000137006 kit-publications-sharing-icon-desc-1000137006"><title id="kit-publications-sharing-icon-title-1000137006">Teilen</title><desc id="kit-publications-sharing-icon-desc-1000137006">Publikation exportieren/teilen</desc><path fill="currentColor" d="M1344 1024q133 0 226.5 93.5t93.5 226.5-93.5 226.5-226.5 93.5-226.5-93.5-93.5-226.5q0-12 2-34l-360-180q-92 86-218 86-133 0-226.5-93.5t-93.5-226.5 93.5-226.5 226.5-93.5q126 0 218 86l360-180q-2-22-2-34 0-133 93.5-226.5t226.5-93.5 226.5 93.5 93.5 226.5-93.5 226.5-226.5 93.5q-126 0-218-86l-360 180q2 22 2 34t-2 34l360 180q92-86 218-86z"></path></svg></a></div> </div> </div> </div> <div class="kit-publications-year" id="kit-publications-2021"> <div class="kit-publications-year-title kit-publications-title-level-1">2021</div> <div class="kit-publications-publication-list"> <div class="kit-publications-publication"> <div class="csl-entry" data-kit-publications-publication-id="1000137523"> <b><a href="https://publikationen.bibliothek.kit.edu/1000137523">Using neural networks to accelerate the solution of the Boltzmann equation</a></b><br>Xiao, T.; Frank, M.<br>2021. Journal of computational physics, 443, Art.-Nr.: 110521. <a href="https://doi.org/10.1016/j.jcp.2021.110521">doi:10.1016/j.jcp.2021.110521</a> <a href="#"><svg xmlns="http://www.w3.org/2000/svg" class="kit-publications-sharing-icon" data-url="https://dbkit.bibliothek.kit.edu/api/v1/vv_veroeff/anonymous/sharing_menu" data-id="1000137523" data-lang="de" style="width: 1em; height: 1em; display: none;" viewBox="0 0 1792 1792" role="img" aria-labelledby="kit-publications-sharing-icon-title-1000137523 kit-publications-sharing-icon-desc-1000137523"><title id="kit-publications-sharing-icon-title-1000137523">Teilen</title><desc id="kit-publications-sharing-icon-desc-1000137523">Publikation exportieren/teilen</desc><path fill="currentColor" d="M1344 1024q133 0 226.5 93.5t93.5 226.5-93.5 226.5-226.5 93.5-226.5-93.5-93.5-226.5q0-12 2-34l-360-180q-92 86-218 86-133 0-226.5-93.5t-93.5-226.5 93.5-226.5 226.5-93.5q126 0 218 86l360-180q-2-22-2-34 0-133 93.5-226.5t226.5-93.5 226.5 93.5 93.5 226.5-93.5 226.5-226.5 93.5q-126 0-218-86l-360 180q2 22 2 34t-2 34l360 180q92-86 218-86z"></path></svg></a></div> </div> <div class="kit-publications-publication"> <div class="csl-entry" data-kit-publications-publication-id="1000136535"> <b><a href="https://publikationen.bibliothek.kit.edu/1000136535">Didaktisch-methodische Entwicklung und Evaluation von computergestützten Lehr- und Lernmaterialien zur Mathematik inverser Probleme</a></b>. Dissertation<br>Wohak, K.<br>2021, August 24. Karlsruher Institut für Technologie (KIT). <a href="https://doi.org/10.5445/IR/1000136535">doi:10.5445/IR/1000136535</a> <a href="https://publikationen.bibliothek.kit.edu/1000136535/124631492"><svg xmlns="http://www.w3.org/2000/svg" class="kit-publications-pdf-icon" style="width: 1em; height: 1em;" viewBox="0 0 1792 1792" role="img" aria-labelledby="kit-publications-pdf-icon-title-1000136535 kit-publications-pdf-icon-desc-1000136535"><title id="kit-publications-pdf-icon-title-1000136535">Volltext</title><desc id="kit-publications-pdf-icon-desc-1000136535">Volltext der Publikation als PDF-Dokument</desc><path class="kit-publications-document" fill="currentColor" d="M1596 380q28 28 48 76t20 88v1152q0 40-28 68t-68 28h-1344q-40 0-68-28t-28-68v-1600q0-40 28-68t68-28h896q40 0 88 20t76 48zm-444-244v376h376q-10-29-22-41l-313-313q-12-12-41-22zm384 1528v-1024h-416q-40 0-68-28t-28-68v-416h-768v1536h1280z"></path><path class="kit-publications-pdf-loop" fill="currentColor" transform="scale(149.33333,149.33333)" d="M 2.9207273,10.26846 C 2.8540792,10.252051 2.6479453,10.143928 2.6161614,10.108707 2.5725925,10.060427 2.5683857,9.9284956 2.6067401,9.8132406 2.6682152,9.6285079 2.9012597,9.3103129 3.1084212,9.1282537 3.3027013,8.9575151 3.6088075,8.7493984 3.8278651,8.6391152 c 0.075119,-0.037818 0.1265162,-0.030412 0.1502371,0.02165 0.027554,0.060475 0.00889,0.084293 0.2115585,-0.2700181 C 4.4657753,7.9080285 4.755206,7.3398995 4.9674545,6.864 5.0998465,6.5671533 5.204746,6.2938678 5.3204511,5.9443689 L 5.4250641,5.6283743 5.3683321,5.4061871 C 5.2518175,4.9498662 5.2049494,4.5671144 5.2150481,4.1543814 5.2264374,3.688901 5.2929369,3.5029942 5.468814,3.4449495 5.547842,3.4188679 5.7603647,3.4333715 5.830553,3.4696363 5.9562721,3.534593 6.0175951,3.7063539 5.9830451,3.8967563 5.9736122,3.9487403 5.9601494,4.168 5.9531277,4.384 5.9386589,4.8290813 5.9208323,5.0940295 5.8857456,5.3854676 5.8579503,5.6163421 5.8509372,5.5804196 5.9926557,5.9330909 6.1784634,6.3954793 6.4315855,6.7925396 6.7115572,7.0607969 6.8401329,7.183993 7.0333697,7.3266297 7.2619121,7.4670387 l 0.1375486,0.084505 0.2188151,-0.019837 c 0.3145041,-0.028513 0.8871242,-0.025169 1.1026301,0.00644 0.4205006,0.061674 0.6407873,0.1906815 0.6953063,0.4071961 0.013481,0.053535 0.012018,0.080368 -0.00818,0.1501051 -0.013529,0.046704 -0.029622,0.091462 -0.035762,0.099462 -0.00614,0.008 -0.015338,0.032041 -0.020439,0.053424 C 9.315254,8.4016593 9.0901043,8.4745389 8.7372772,8.4472598 8.3826886,8.4198444 7.8349562,8.2534842 7.408,8.0435242 L 7.2552727,7.9684192 7.0589091,7.9914966 C 6.2763636,8.0834641 5.5086556,8.2436964 4.8552727,8.4514289 l -0.2327272,0.073992 -0.109091,0.182214 C 4.3655162,8.9547354 4.1283334,9.3099537 3.9817134,9.504 3.5516457,10.073179 3.1889593,10.334502 2.9207273,10.26846 Z M 3.2715497,9.7076364 C 3.4340684,9.5468576 3.6180073,9.313544 3.8034985,9.0328966 3.8584272,8.9497897 3.9000771,8.8785014 3.8960538,8.8744781 3.8719084,8.8503327 3.4238262,9.2846416 3.2577328,9.4931783 3.135093,9.6471572 2.9861818,9.8781223 2.9861818,9.9143609 c 0,0.04257 0.1246532,-0.047731 0.2853679,-0.2067245 z m 1.827532,-1.6146946 c 0.435965,-0.1599907 1.004187,-0.3187047 1.436191,-0.4011529 0.092,-0.017558 0.1719036,-0.035952 0.1775637,-0.040875 0.00566,-0.00492 -0.042034,-0.051 -0.1059872,-0.1023934 C 6.3029187,7.3042775 5.9983818,6.9160093 5.7735121,6.4860608 5.7173952,6.3787658 5.6755351,6.3135014 5.6709734,6.3261916 5.4430976,6.960113 5.2699308,7.3502342 4.9807578,7.8811521 4.8917409,8.0445859 4.8189091,8.1804041 4.8189091,8.1829703 c 0,0.01114 0.036137,-4.727e-4 0.2801726,-0.090028 z m 4.0653727,0.00379 C 9.1547404,8.067142 9.0669284,8.0144612 8.9874673,7.9905479 8.8302256,7.9432271 8.1784041,7.886094 8.2152727,7.9228641 8.2494481,7.9569481 8.6557568,8.073834 8.826488,8.098697 c 0.1419718,0.020675 0.3450129,0.019492 0.3379664,-0.00197 z M 5.6916988,4.3549091 c 0.025619,-0.16 0.052343,-0.3017352 0.059387,-0.3149671 0.025738,-0.048351 -0.04688,-0.3032147 -0.086395,-0.3032147 -0.019755,0 -0.045225,0.1014181 -0.063331,0.2521684 -0.013283,0.1105991 -0.013201,0.1947949 3.607e-4,0.3709091 0.015969,0.2073814 0.028751,0.3015018 0.039414,0.2902267 0.00219,-0.00232 0.024945,-0.1351224 0.050564,-0.2951224 z"></path></svg></a> <a href="#"><svg xmlns="http://www.w3.org/2000/svg" class="kit-publications-sharing-icon" data-url="https://dbkit.bibliothek.kit.edu/api/v1/vv_veroeff/anonymous/sharing_menu" data-id="1000136535" data-lang="de" style="width: 1em; height: 1em; display: none;" viewBox="0 0 1792 1792" role="img" aria-labelledby="kit-publications-sharing-icon-title-1000136535 kit-publications-sharing-icon-desc-1000136535"><title id="kit-publications-sharing-icon-title-1000136535">Teilen</title><desc id="kit-publications-sharing-icon-desc-1000136535">Publikation exportieren/teilen</desc><path fill="currentColor" d="M1344 1024q133 0 226.5 93.5t93.5 226.5-93.5 226.5-226.5 93.5-226.5-93.5-93.5-226.5q0-12 2-34l-360-180q-92 86-218 86-133 0-226.5-93.5t-93.5-226.5 93.5-226.5 226.5-93.5q126 0 218 86l360-180q-2-22-2-34 0-133 93.5-226.5t226.5-93.5 226.5 93.5 93.5 226.5-93.5 226.5-226.5 93.5q-126 0-218-86l-360 180q2 22 2 34t-2 34l360 180q92-86 218-86z"></path></svg></a></div> </div> <div class="kit-publications-publication"> <div class="csl-entry" data-kit-publications-publication-id="1000134490"> <b><a href="https://publikationen.bibliothek.kit.edu/1000134490">A stochastic kinetic scheme for multi-scale plasma transport with uncertainty quantification</a></b><br>Xiao, T.; Frank, M.<br>2021. Journal of computational physics, 432, Art.-Nr. 110139. <a href="https://doi.org/10.1016/j.jcp.2021.110139">doi:10.1016/j.jcp.2021.110139</a> <a href="#"><svg xmlns="http://www.w3.org/2000/svg" class="kit-publications-sharing-icon" data-url="https://dbkit.bibliothek.kit.edu/api/v1/vv_veroeff/anonymous/sharing_menu" data-id="1000134490" data-lang="de" style="width: 1em; height: 1em; display: none;" viewBox="0 0 1792 1792" role="img" aria-labelledby="kit-publications-sharing-icon-title-1000134490 kit-publications-sharing-icon-desc-1000134490"><title id="kit-publications-sharing-icon-title-1000134490">Teilen</title><desc id="kit-publications-sharing-icon-desc-1000134490">Publikation exportieren/teilen</desc><path fill="currentColor" d="M1344 1024q133 0 226.5 93.5t93.5 226.5-93.5 226.5-226.5 93.5-226.5-93.5-93.5-226.5q0-12 2-34l-360-180q-92 86-218 86-133 0-226.5-93.5t-93.5-226.5 93.5-226.5 226.5-93.5q126 0 218 86l360-180q-2-22-2-34 0-133 93.5-226.5t226.5-93.5 226.5 93.5 93.5 226.5-93.5 226.5-226.5 93.5q-126 0-218-86l-360 180q2 22 2 34t-2 34l360 180q92-86 218-86z"></path></svg></a></div> </div> <div class="kit-publications-publication"> <div class="csl-entry" data-kit-publications-publication-id="1000133814"> <b><a href="https://publikationen.bibliothek.kit.edu/1000133814">Thermal Analysis of a Solar External Receiver Tube with a Novel Component of Guide Vanes</a></b><br>Tu, Z.; Piccioni Koch, D.; Sarunac, N.; Frank, M.; Mao, J.<br>2021. Energies, 14 (8), Article no: 2253. <a href="https://doi.org/10.3390/en14082253">doi:10.3390/en14082253</a> <a href="https://publikationen.bibliothek.kit.edu/1000133814/117102400"><svg xmlns="http://www.w3.org/2000/svg" class="kit-publications-pdf-icon" style="width: 1em; height: 1em;" viewBox="0 0 1792 1792" role="img" aria-labelledby="kit-publications-pdf-icon-title-1000133814 kit-publications-pdf-icon-desc-1000133814"><title id="kit-publications-pdf-icon-title-1000133814">Volltext</title><desc id="kit-publications-pdf-icon-desc-1000133814">Volltext der Publikation als PDF-Dokument</desc><path class="kit-publications-document" fill="currentColor" d="M1596 380q28 28 48 76t20 88v1152q0 40-28 68t-68 28h-1344q-40 0-68-28t-28-68v-1600q0-40 28-68t68-28h896q40 0 88 20t76 48zm-444-244v376h376q-10-29-22-41l-313-313q-12-12-41-22zm384 1528v-1024h-416q-40 0-68-28t-28-68v-416h-768v1536h1280z"></path><path class="kit-publications-pdf-loop" fill="currentColor" transform="scale(149.33333,149.33333)" d="M 2.9207273,10.26846 C 2.8540792,10.252051 2.6479453,10.143928 2.6161614,10.108707 2.5725925,10.060427 2.5683857,9.9284956 2.6067401,9.8132406 2.6682152,9.6285079 2.9012597,9.3103129 3.1084212,9.1282537 3.3027013,8.9575151 3.6088075,8.7493984 3.8278651,8.6391152 c 0.075119,-0.037818 0.1265162,-0.030412 0.1502371,0.02165 0.027554,0.060475 0.00889,0.084293 0.2115585,-0.2700181 C 4.4657753,7.9080285 4.755206,7.3398995 4.9674545,6.864 5.0998465,6.5671533 5.204746,6.2938678 5.3204511,5.9443689 L 5.4250641,5.6283743 5.3683321,5.4061871 C 5.2518175,4.9498662 5.2049494,4.5671144 5.2150481,4.1543814 5.2264374,3.688901 5.2929369,3.5029942 5.468814,3.4449495 5.547842,3.4188679 5.7603647,3.4333715 5.830553,3.4696363 5.9562721,3.534593 6.0175951,3.7063539 5.9830451,3.8967563 5.9736122,3.9487403 5.9601494,4.168 5.9531277,4.384 5.9386589,4.8290813 5.9208323,5.0940295 5.8857456,5.3854676 5.8579503,5.6163421 5.8509372,5.5804196 5.9926557,5.9330909 6.1784634,6.3954793 6.4315855,6.7925396 6.7115572,7.0607969 6.8401329,7.183993 7.0333697,7.3266297 7.2619121,7.4670387 l 0.1375486,0.084505 0.2188151,-0.019837 c 0.3145041,-0.028513 0.8871242,-0.025169 1.1026301,0.00644 0.4205006,0.061674 0.6407873,0.1906815 0.6953063,0.4071961 0.013481,0.053535 0.012018,0.080368 -0.00818,0.1501051 -0.013529,0.046704 -0.029622,0.091462 -0.035762,0.099462 -0.00614,0.008 -0.015338,0.032041 -0.020439,0.053424 C 9.315254,8.4016593 9.0901043,8.4745389 8.7372772,8.4472598 8.3826886,8.4198444 7.8349562,8.2534842 7.408,8.0435242 L 7.2552727,7.9684192 7.0589091,7.9914966 C 6.2763636,8.0834641 5.5086556,8.2436964 4.8552727,8.4514289 l -0.2327272,0.073992 -0.109091,0.182214 C 4.3655162,8.9547354 4.1283334,9.3099537 3.9817134,9.504 3.5516457,10.073179 3.1889593,10.334502 2.9207273,10.26846 Z M 3.2715497,9.7076364 C 3.4340684,9.5468576 3.6180073,9.313544 3.8034985,9.0328966 3.8584272,8.9497897 3.9000771,8.8785014 3.8960538,8.8744781 3.8719084,8.8503327 3.4238262,9.2846416 3.2577328,9.4931783 3.135093,9.6471572 2.9861818,9.8781223 2.9861818,9.9143609 c 0,0.04257 0.1246532,-0.047731 0.2853679,-0.2067245 z m 1.827532,-1.6146946 c 0.435965,-0.1599907 1.004187,-0.3187047 1.436191,-0.4011529 0.092,-0.017558 0.1719036,-0.035952 0.1775637,-0.040875 0.00566,-0.00492 -0.042034,-0.051 -0.1059872,-0.1023934 C 6.3029187,7.3042775 5.9983818,6.9160093 5.7735121,6.4860608 5.7173952,6.3787658 5.6755351,6.3135014 5.6709734,6.3261916 5.4430976,6.960113 5.2699308,7.3502342 4.9807578,7.8811521 4.8917409,8.0445859 4.8189091,8.1804041 4.8189091,8.1829703 c 0,0.01114 0.036137,-4.727e-4 0.2801726,-0.090028 z m 4.0653727,0.00379 C 9.1547404,8.067142 9.0669284,8.0144612 8.9874673,7.9905479 8.8302256,7.9432271 8.1784041,7.886094 8.2152727,7.9228641 8.2494481,7.9569481 8.6557568,8.073834 8.826488,8.098697 c 0.1419718,0.020675 0.3450129,0.019492 0.3379664,-0.00197 z M 5.6916988,4.3549091 c 0.025619,-0.16 0.052343,-0.3017352 0.059387,-0.3149671 0.025738,-0.048351 -0.04688,-0.3032147 -0.086395,-0.3032147 -0.019755,0 -0.045225,0.1014181 -0.063331,0.2521684 -0.013283,0.1105991 -0.013201,0.1947949 3.607e-4,0.3709091 0.015969,0.2073814 0.028751,0.3015018 0.039414,0.2902267 0.00219,-0.00232 0.024945,-0.1351224 0.050564,-0.2951224 z"></path></svg></a> <a href="#"><svg xmlns="http://www.w3.org/2000/svg" class="kit-publications-sharing-icon" data-url="https://dbkit.bibliothek.kit.edu/api/v1/vv_veroeff/anonymous/sharing_menu" data-id="1000133814" data-lang="de" style="width: 1em; height: 1em; display: none;" viewBox="0 0 1792 1792" role="img" aria-labelledby="kit-publications-sharing-icon-title-1000133814 kit-publications-sharing-icon-desc-1000133814"><title id="kit-publications-sharing-icon-title-1000133814">Teilen</title><desc id="kit-publications-sharing-icon-desc-1000133814">Publikation exportieren/teilen</desc><path fill="currentColor" d="M1344 1024q133 0 226.5 93.5t93.5 226.5-93.5 226.5-226.5 93.5-226.5-93.5-93.5-226.5q0-12 2-34l-360-180q-92 86-218 86-133 0-226.5-93.5t-93.5-226.5 93.5-226.5 226.5-93.5q126 0 218 86l360-180q-2-22-2-34 0-133 93.5-226.5t226.5-93.5 226.5 93.5 93.5 226.5-93.5 226.5-226.5 93.5q-126 0-218-86l-360 180q2 22 2 34t-2 34l360 180q92-86 218-86z"></path></svg></a></div> </div> <div class="kit-publications-publication"> <div class="csl-entry" data-kit-publications-publication-id="1000128846"> <b><a href="https://publikationen.bibliothek.kit.edu/1000128846">Theory, models, and numerical methods for classical and non-classical transport</a></b>. Dissertation<br>Camminady, T.<br>2021, Februar 1. Karlsruher Institut für Technologie (KIT). <a href="https://doi.org/10.5445/IR/1000128846">doi:10.5445/IR/1000128846</a> <a href="https://publikationen.bibliothek.kit.edu/1000128846/101104530"><svg xmlns="http://www.w3.org/2000/svg" class="kit-publications-pdf-icon" style="width: 1em; height: 1em;" viewBox="0 0 1792 1792" role="img" aria-labelledby="kit-publications-pdf-icon-title-1000128846 kit-publications-pdf-icon-desc-1000128846"><title id="kit-publications-pdf-icon-title-1000128846">Volltext</title><desc id="kit-publications-pdf-icon-desc-1000128846">Volltext der Publikation als PDF-Dokument</desc><path class="kit-publications-document" fill="currentColor" d="M1596 380q28 28 48 76t20 88v1152q0 40-28 68t-68 28h-1344q-40 0-68-28t-28-68v-1600q0-40 28-68t68-28h896q40 0 88 20t76 48zm-444-244v376h376q-10-29-22-41l-313-313q-12-12-41-22zm384 1528v-1024h-416q-40 0-68-28t-28-68v-416h-768v1536h1280z"></path><path class="kit-publications-pdf-loop" fill="currentColor" transform="scale(149.33333,149.33333)" d="M 2.9207273,10.26846 C 2.8540792,10.252051 2.6479453,10.143928 2.6161614,10.108707 2.5725925,10.060427 2.5683857,9.9284956 2.6067401,9.8132406 2.6682152,9.6285079 2.9012597,9.3103129 3.1084212,9.1282537 3.3027013,8.9575151 3.6088075,8.7493984 3.8278651,8.6391152 c 0.075119,-0.037818 0.1265162,-0.030412 0.1502371,0.02165 0.027554,0.060475 0.00889,0.084293 0.2115585,-0.2700181 C 4.4657753,7.9080285 4.755206,7.3398995 4.9674545,6.864 5.0998465,6.5671533 5.204746,6.2938678 5.3204511,5.9443689 L 5.4250641,5.6283743 5.3683321,5.4061871 C 5.2518175,4.9498662 5.2049494,4.5671144 5.2150481,4.1543814 5.2264374,3.688901 5.2929369,3.5029942 5.468814,3.4449495 5.547842,3.4188679 5.7603647,3.4333715 5.830553,3.4696363 5.9562721,3.534593 6.0175951,3.7063539 5.9830451,3.8967563 5.9736122,3.9487403 5.9601494,4.168 5.9531277,4.384 5.9386589,4.8290813 5.9208323,5.0940295 5.8857456,5.3854676 5.8579503,5.6163421 5.8509372,5.5804196 5.9926557,5.9330909 6.1784634,6.3954793 6.4315855,6.7925396 6.7115572,7.0607969 6.8401329,7.183993 7.0333697,7.3266297 7.2619121,7.4670387 l 0.1375486,0.084505 0.2188151,-0.019837 c 0.3145041,-0.028513 0.8871242,-0.025169 1.1026301,0.00644 0.4205006,0.061674 0.6407873,0.1906815 0.6953063,0.4071961 0.013481,0.053535 0.012018,0.080368 -0.00818,0.1501051 -0.013529,0.046704 -0.029622,0.091462 -0.035762,0.099462 -0.00614,0.008 -0.015338,0.032041 -0.020439,0.053424 C 9.315254,8.4016593 9.0901043,8.4745389 8.7372772,8.4472598 8.3826886,8.4198444 7.8349562,8.2534842 7.408,8.0435242 L 7.2552727,7.9684192 7.0589091,7.9914966 C 6.2763636,8.0834641 5.5086556,8.2436964 4.8552727,8.4514289 l -0.2327272,0.073992 -0.109091,0.182214 C 4.3655162,8.9547354 4.1283334,9.3099537 3.9817134,9.504 3.5516457,10.073179 3.1889593,10.334502 2.9207273,10.26846 Z M 3.2715497,9.7076364 C 3.4340684,9.5468576 3.6180073,9.313544 3.8034985,9.0328966 3.8584272,8.9497897 3.9000771,8.8785014 3.8960538,8.8744781 3.8719084,8.8503327 3.4238262,9.2846416 3.2577328,9.4931783 3.135093,9.6471572 2.9861818,9.8781223 2.9861818,9.9143609 c 0,0.04257 0.1246532,-0.047731 0.2853679,-0.2067245 z m 1.827532,-1.6146946 c 0.435965,-0.1599907 1.004187,-0.3187047 1.436191,-0.4011529 0.092,-0.017558 0.1719036,-0.035952 0.1775637,-0.040875 0.00566,-0.00492 -0.042034,-0.051 -0.1059872,-0.1023934 C 6.3029187,7.3042775 5.9983818,6.9160093 5.7735121,6.4860608 5.7173952,6.3787658 5.6755351,6.3135014 5.6709734,6.3261916 5.4430976,6.960113 5.2699308,7.3502342 4.9807578,7.8811521 4.8917409,8.0445859 4.8189091,8.1804041 4.8189091,8.1829703 c 0,0.01114 0.036137,-4.727e-4 0.2801726,-0.090028 z m 4.0653727,0.00379 C 9.1547404,8.067142 9.0669284,8.0144612 8.9874673,7.9905479 8.8302256,7.9432271 8.1784041,7.886094 8.2152727,7.9228641 8.2494481,7.9569481 8.6557568,8.073834 8.826488,8.098697 c 0.1419718,0.020675 0.3450129,0.019492 0.3379664,-0.00197 z M 5.6916988,4.3549091 c 0.025619,-0.16 0.052343,-0.3017352 0.059387,-0.3149671 0.025738,-0.048351 -0.04688,-0.3032147 -0.086395,-0.3032147 -0.019755,0 -0.045225,0.1014181 -0.063331,0.2521684 -0.013283,0.1105991 -0.013201,0.1947949 3.607e-4,0.3709091 0.015969,0.2073814 0.028751,0.3015018 0.039414,0.2902267 0.00219,-0.00232 0.024945,-0.1351224 0.050564,-0.2951224 z"></path></svg></a> <a href="#"><svg xmlns="http://www.w3.org/2000/svg" class="kit-publications-sharing-icon" data-url="https://dbkit.bibliothek.kit.edu/api/v1/vv_veroeff/anonymous/sharing_menu" data-id="1000128846" data-lang="de" style="width: 1em; 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Neue Materialien für einen realitätsbezogenen Mathematikunterricht 8 – ISTRON-Schriftenreihe. Ed.: M. Bracke, 37–50, Springer Fachmedien Wiesbaden. <a href="https://doi.org/10.1007/978-3-658-33012-5_4">doi:10.1007/978-3-658-33012-5_4</a> <a href="#"><svg xmlns="http://www.w3.org/2000/svg" class="kit-publications-sharing-icon" data-url="https://dbkit.bibliothek.kit.edu/api/v1/vv_veroeff/anonymous/sharing_menu" data-id="1000141369" data-lang="de" style="width: 1em; height: 1em; display: none;" viewBox="0 0 1792 1792" role="img" aria-labelledby="kit-publications-sharing-icon-title-1000141369 kit-publications-sharing-icon-desc-1000141369"><title id="kit-publications-sharing-icon-title-1000141369">Teilen</title><desc id="kit-publications-sharing-icon-desc-1000141369">Publikation exportieren/teilen</desc><path fill="currentColor" d="M1344 1024q133 0 226.5 93.5t93.5 226.5-93.5 226.5-226.5 93.5-226.5-93.5-93.5-226.5q0-12 2-34l-360-180q-92 86-218 86-133 0-226.5-93.5t-93.5-226.5 93.5-226.5 226.5-93.5q126 0 218 86l360-180q-2-22-2-34 0-133 93.5-226.5t226.5-93.5 226.5 93.5 93.5 226.5-93.5 226.5-226.5 93.5q-126 0-218-86l-360 180q2 22 2 34t-2 34l360 180q92-86 218-86z"></path></svg></a></div> </div> <div class="kit-publications-publication"> <div class="csl-entry" data-kit-publications-publication-id="1000139340"> <b><a href="https://publikationen.bibliothek.kit.edu/1000139340">Efficient uncertainty quantification for Monte Carlo dose calculations using importance (re-)weighting</a></b><br>Stammer, P.; Burigo, L.; J kel, O.; Frank, M.; Wahl, N.<br>2021. Physics in Medicine and Biology, 66 (20), 205003. <a href="https://doi.org/10.1088/1361-6560/ac287f">doi:10.1088/1361-6560/ac287f</a> <a href="https://publikationen.bibliothek.kit.edu/1000139340/130958515"><svg xmlns="http://www.w3.org/2000/svg" class="kit-publications-pdf-icon" style="width: 1em; height: 1em;" viewBox="0 0 1792 1792" role="img" aria-labelledby="kit-publications-pdf-icon-title-1000139340 kit-publications-pdf-icon-desc-1000139340"><title id="kit-publications-pdf-icon-title-1000139340">Volltext</title><desc id="kit-publications-pdf-icon-desc-1000139340">Volltext der Publikation als PDF-Dokument</desc><path class="kit-publications-document" fill="currentColor" d="M1596 380q28 28 48 76t20 88v1152q0 40-28 68t-68 28h-1344q-40 0-68-28t-28-68v-1600q0-40 28-68t68-28h896q40 0 88 20t76 48zm-444-244v376h376q-10-29-22-41l-313-313q-12-12-41-22zm384 1528v-1024h-416q-40 0-68-28t-28-68v-416h-768v1536h1280z"></path><path class="kit-publications-pdf-loop" fill="currentColor" transform="scale(149.33333,149.33333)" d="M 2.9207273,10.26846 C 2.8540792,10.252051 2.6479453,10.143928 2.6161614,10.108707 2.5725925,10.060427 2.5683857,9.9284956 2.6067401,9.8132406 2.6682152,9.6285079 2.9012597,9.3103129 3.1084212,9.1282537 3.3027013,8.9575151 3.6088075,8.7493984 3.8278651,8.6391152 c 0.075119,-0.037818 0.1265162,-0.030412 0.1502371,0.02165 0.027554,0.060475 0.00889,0.084293 0.2115585,-0.2700181 C 4.4657753,7.9080285 4.755206,7.3398995 4.9674545,6.864 5.0998465,6.5671533 5.204746,6.2938678 5.3204511,5.9443689 L 5.4250641,5.6283743 5.3683321,5.4061871 C 5.2518175,4.9498662 5.2049494,4.5671144 5.2150481,4.1543814 5.2264374,3.688901 5.2929369,3.5029942 5.468814,3.4449495 5.547842,3.4188679 5.7603647,3.4333715 5.830553,3.4696363 5.9562721,3.534593 6.0175951,3.7063539 5.9830451,3.8967563 5.9736122,3.9487403 5.9601494,4.168 5.9531277,4.384 5.9386589,4.8290813 5.9208323,5.0940295 5.8857456,5.3854676 5.8579503,5.6163421 5.8509372,5.5804196 5.9926557,5.9330909 6.1784634,6.3954793 6.4315855,6.7925396 6.7115572,7.0607969 6.8401329,7.183993 7.0333697,7.3266297 7.2619121,7.4670387 l 0.1375486,0.084505 0.2188151,-0.019837 c 0.3145041,-0.028513 0.8871242,-0.025169 1.1026301,0.00644 0.4205006,0.061674 0.6407873,0.1906815 0.6953063,0.4071961 0.013481,0.053535 0.012018,0.080368 -0.00818,0.1501051 -0.013529,0.046704 -0.029622,0.091462 -0.035762,0.099462 -0.00614,0.008 -0.015338,0.032041 -0.020439,0.053424 C 9.315254,8.4016593 9.0901043,8.4745389 8.7372772,8.4472598 8.3826886,8.4198444 7.8349562,8.2534842 7.408,8.0435242 L 7.2552727,7.9684192 7.0589091,7.9914966 C 6.2763636,8.0834641 5.5086556,8.2436964 4.8552727,8.4514289 l -0.2327272,0.073992 -0.109091,0.182214 C 4.3655162,8.9547354 4.1283334,9.3099537 3.9817134,9.504 3.5516457,10.073179 3.1889593,10.334502 2.9207273,10.26846 Z M 3.2715497,9.7076364 C 3.4340684,9.5468576 3.6180073,9.313544 3.8034985,9.0328966 3.8584272,8.9497897 3.9000771,8.8785014 3.8960538,8.8744781 3.8719084,8.8503327 3.4238262,9.2846416 3.2577328,9.4931783 3.135093,9.6471572 2.9861818,9.8781223 2.9861818,9.9143609 c 0,0.04257 0.1246532,-0.047731 0.2853679,-0.2067245 z m 1.827532,-1.6146946 c 0.435965,-0.1599907 1.004187,-0.3187047 1.436191,-0.4011529 0.092,-0.017558 0.1719036,-0.035952 0.1775637,-0.040875 0.00566,-0.00492 -0.042034,-0.051 -0.1059872,-0.1023934 C 6.3029187,7.3042775 5.9983818,6.9160093 5.7735121,6.4860608 5.7173952,6.3787658 5.6755351,6.3135014 5.6709734,6.3261916 5.4430976,6.960113 5.2699308,7.3502342 4.9807578,7.8811521 4.8917409,8.0445859 4.8189091,8.1804041 4.8189091,8.1829703 c 0,0.01114 0.036137,-4.727e-4 0.2801726,-0.090028 z m 4.0653727,0.00379 C 9.1547404,8.067142 9.0669284,8.0144612 8.9874673,7.9905479 8.8302256,7.9432271 8.1784041,7.886094 8.2152727,7.9228641 8.2494481,7.9569481 8.6557568,8.073834 8.826488,8.098697 c 0.1419718,0.020675 0.3450129,0.019492 0.3379664,-0.00197 z M 5.6916988,4.3549091 c 0.025619,-0.16 0.052343,-0.3017352 0.059387,-0.3149671 0.025738,-0.048351 -0.04688,-0.3032147 -0.086395,-0.3032147 -0.019755,0 -0.045225,0.1014181 -0.063331,0.2521684 -0.013283,0.1105991 -0.013201,0.1947949 3.607e-4,0.3709091 0.015969,0.2073814 0.028751,0.3015018 0.039414,0.2902267 0.00219,-0.00232 0.024945,-0.1351224 0.050564,-0.2951224 z"></path></svg></a> <a href="#"><svg xmlns="http://www.w3.org/2000/svg" class="kit-publications-sharing-icon" data-url="https://dbkit.bibliothek.kit.edu/api/v1/vv_veroeff/anonymous/sharing_menu" data-id="1000139340" data-lang="de" style="width: 1em; height: 1em; display: none;" viewBox="0 0 1792 1792" role="img" aria-labelledby="kit-publications-sharing-icon-title-1000139340 kit-publications-sharing-icon-desc-1000139340"><title id="kit-publications-sharing-icon-title-1000139340">Teilen</title><desc id="kit-publications-sharing-icon-desc-1000139340">Publikation exportieren/teilen</desc><path fill="currentColor" d="M1344 1024q133 0 226.5 93.5t93.5 226.5-93.5 226.5-226.5 93.5-226.5-93.5-93.5-226.5q0-12 2-34l-360-180q-92 86-218 86-133 0-226.5-93.5t-93.5-226.5 93.5-226.5 226.5-93.5q126 0 218 86l360-180q-2-22-2-34 0-133 93.5-226.5t226.5-93.5 226.5 93.5 93.5 226.5-93.5 226.5-226.5 93.5q-126 0-218-86l-360 180q2 22 2 34t-2 34l360 180q92-86 218-86z"></path></svg></a></div> </div> <div class="kit-publications-publication"> <div class="csl-entry" data-kit-publications-publication-id="1000139194"> <b><a href="https://publikationen.bibliothek.kit.edu/1000139194">Mathematische Grundlagen der Künstlichen Intelligenz im Schulunterricht: Chancen für eine Bereicherung des Unterrichts in linearer Algebra</a></b><br>Schönbrodt, S.; Camminady, T.; Frank, M.<br>2021. Mathematische Semesterberichte, 69, 73–101. <a href="https://doi.org/10.1007/s00591-021-00310-x">doi:10.1007/s00591-021-00310-x</a> <a href="https://publikationen.bibliothek.kit.edu/1000139194/130193379"><svg xmlns="http://www.w3.org/2000/svg" class="kit-publications-pdf-icon" style="width: 1em; height: 1em;" viewBox="0 0 1792 1792" role="img" aria-labelledby="kit-publications-pdf-icon-title-1000139194 kit-publications-pdf-icon-desc-1000139194"><title id="kit-publications-pdf-icon-title-1000139194">Volltext</title><desc id="kit-publications-pdf-icon-desc-1000139194">Volltext der Publikation als PDF-Dokument</desc><path class="kit-publications-document" fill="currentColor" d="M1596 380q28 28 48 76t20 88v1152q0 40-28 68t-68 28h-1344q-40 0-68-28t-28-68v-1600q0-40 28-68t68-28h896q40 0 88 20t76 48zm-444-244v376h376q-10-29-22-41l-313-313q-12-12-41-22zm384 1528v-1024h-416q-40 0-68-28t-28-68v-416h-768v1536h1280z"></path><path class="kit-publications-pdf-loop" fill="currentColor" transform="scale(149.33333,149.33333)" d="M 2.9207273,10.26846 C 2.8540792,10.252051 2.6479453,10.143928 2.6161614,10.108707 2.5725925,10.060427 2.5683857,9.9284956 2.6067401,9.8132406 2.6682152,9.6285079 2.9012597,9.3103129 3.1084212,9.1282537 3.3027013,8.9575151 3.6088075,8.7493984 3.8278651,8.6391152 c 0.075119,-0.037818 0.1265162,-0.030412 0.1502371,0.02165 0.027554,0.060475 0.00889,0.084293 0.2115585,-0.2700181 C 4.4657753,7.9080285 4.755206,7.3398995 4.9674545,6.864 5.0998465,6.5671533 5.204746,6.2938678 5.3204511,5.9443689 L 5.4250641,5.6283743 5.3683321,5.4061871 C 5.2518175,4.9498662 5.2049494,4.5671144 5.2150481,4.1543814 5.2264374,3.688901 5.2929369,3.5029942 5.468814,3.4449495 5.547842,3.4188679 5.7603647,3.4333715 5.830553,3.4696363 5.9562721,3.534593 6.0175951,3.7063539 5.9830451,3.8967563 5.9736122,3.9487403 5.9601494,4.168 5.9531277,4.384 5.9386589,4.8290813 5.9208323,5.0940295 5.8857456,5.3854676 5.8579503,5.6163421 5.8509372,5.5804196 5.9926557,5.9330909 6.1784634,6.3954793 6.4315855,6.7925396 6.7115572,7.0607969 6.8401329,7.183993 7.0333697,7.3266297 7.2619121,7.4670387 l 0.1375486,0.084505 0.2188151,-0.019837 c 0.3145041,-0.028513 0.8871242,-0.025169 1.1026301,0.00644 0.4205006,0.061674 0.6407873,0.1906815 0.6953063,0.4071961 0.013481,0.053535 0.012018,0.080368 -0.00818,0.1501051 -0.013529,0.046704 -0.029622,0.091462 -0.035762,0.099462 -0.00614,0.008 -0.015338,0.032041 -0.020439,0.053424 C 9.315254,8.4016593 9.0901043,8.4745389 8.7372772,8.4472598 8.3826886,8.4198444 7.8349562,8.2534842 7.408,8.0435242 L 7.2552727,7.9684192 7.0589091,7.9914966 C 6.2763636,8.0834641 5.5086556,8.2436964 4.8552727,8.4514289 l -0.2327272,0.073992 -0.109091,0.182214 C 4.3655162,8.9547354 4.1283334,9.3099537 3.9817134,9.504 3.5516457,10.073179 3.1889593,10.334502 2.9207273,10.26846 Z M 3.2715497,9.7076364 C 3.4340684,9.5468576 3.6180073,9.313544 3.8034985,9.0328966 3.8584272,8.9497897 3.9000771,8.8785014 3.8960538,8.8744781 3.8719084,8.8503327 3.4238262,9.2846416 3.2577328,9.4931783 3.135093,9.6471572 2.9861818,9.8781223 2.9861818,9.9143609 c 0,0.04257 0.1246532,-0.047731 0.2853679,-0.2067245 z m 1.827532,-1.6146946 c 0.435965,-0.1599907 1.004187,-0.3187047 1.436191,-0.4011529 0.092,-0.017558 0.1719036,-0.035952 0.1775637,-0.040875 0.00566,-0.00492 -0.042034,-0.051 -0.1059872,-0.1023934 C 6.3029187,7.3042775 5.9983818,6.9160093 5.7735121,6.4860608 5.7173952,6.3787658 5.6755351,6.3135014 5.6709734,6.3261916 5.4430976,6.960113 5.2699308,7.3502342 4.9807578,7.8811521 4.8917409,8.0445859 4.8189091,8.1804041 4.8189091,8.1829703 c 0,0.01114 0.036137,-4.727e-4 0.2801726,-0.090028 z m 4.0653727,0.00379 C 9.1547404,8.067142 9.0669284,8.0144612 8.9874673,7.9905479 8.8302256,7.9432271 8.1784041,7.886094 8.2152727,7.9228641 8.2494481,7.9569481 8.6557568,8.073834 8.826488,8.098697 c 0.1419718,0.020675 0.3450129,0.019492 0.3379664,-0.00197 z M 5.6916988,4.3549091 c 0.025619,-0.16 0.052343,-0.3017352 0.059387,-0.3149671 0.025738,-0.048351 -0.04688,-0.3032147 -0.086395,-0.3032147 -0.019755,0 -0.045225,0.1014181 -0.063331,0.2521684 -0.013283,0.1105991 -0.013201,0.1947949 3.607e-4,0.3709091 0.015969,0.2073814 0.028751,0.3015018 0.039414,0.2902267 0.00219,-0.00232 0.024945,-0.1351224 0.050564,-0.2951224 z"></path></svg></a> <a href="#"><svg xmlns="http://www.w3.org/2000/svg" class="kit-publications-sharing-icon" data-url="https://dbkit.bibliothek.kit.edu/api/v1/vv_veroeff/anonymous/sharing_menu" data-id="1000139194" data-lang="de" style="width: 1em; 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Journal of Computational Physics, 447, Art.-Nr.: 110689. <a href="https://doi.org/10.1016/j.jcp.2021.110689">doi:10.1016/j.jcp.2021.110689</a> <a href="#"><svg xmlns="http://www.w3.org/2000/svg" class="kit-publications-sharing-icon" data-url="https://dbkit.bibliothek.kit.edu/api/v1/vv_veroeff/anonymous/sharing_menu" data-id="1000137725" data-lang="de" style="width: 1em; height: 1em; display: none;" viewBox="0 0 1792 1792" role="img" aria-labelledby="kit-publications-sharing-icon-title-1000137725 kit-publications-sharing-icon-desc-1000137725"><title id="kit-publications-sharing-icon-title-1000137725">Teilen</title><desc id="kit-publications-sharing-icon-desc-1000137725">Publikation exportieren/teilen</desc><path fill="currentColor" d="M1344 1024q133 0 226.5 93.5t93.5 226.5-93.5 226.5-226.5 93.5-226.5-93.5-93.5-226.5q0-12 2-34l-360-180q-92 86-218 86-133 0-226.5-93.5t-93.5-226.5 93.5-226.5 226.5-93.5q126 0 218 86l360-180q-2-22-2-34 0-133 93.5-226.5t226.5-93.5 226.5 93.5 93.5 226.5-93.5 226.5-226.5 93.5q-126 0-218-86l-360 180q2 22 2 34t-2 34l360 180q92-86 218-86z"></path></svg></a></div> </div> <div class="kit-publications-publication"> <div class="csl-entry" data-kit-publications-publication-id="1000135027"> <b><a href="https://publikationen.bibliothek.kit.edu/1000135027">Entropy–Based Methods for Uncertainty Quantification of Hyperbolic Conservation Laws</a></b><br>Frank, M.; Kusch, J.; Wolters, J.<br>2021. Recent Advances in Numerical Methods for Hyperbolic PDE Systems – NumHyp 2019. Ed.: M. Muñoz-Ruiz, 29–56, Springer International Publishing. <a href="https://doi.org/10.1007/978-3-030-72850-2_2">doi:10.1007/978-3-030-72850-2_2</a> <a href="#"><svg xmlns="http://www.w3.org/2000/svg" class="kit-publications-sharing-icon" data-url="https://dbkit.bibliothek.kit.edu/api/v1/vv_veroeff/anonymous/sharing_menu" data-id="1000135027" data-lang="de" style="width: 1em; height: 1em; display: none;" viewBox="0 0 1792 1792" role="img" aria-labelledby="kit-publications-sharing-icon-title-1000135027 kit-publications-sharing-icon-desc-1000135027"><title id="kit-publications-sharing-icon-title-1000135027">Teilen</title><desc id="kit-publications-sharing-icon-desc-1000135027">Publikation exportieren/teilen</desc><path fill="currentColor" d="M1344 1024q133 0 226.5 93.5t93.5 226.5-93.5 226.5-226.5 93.5-226.5-93.5-93.5-226.5q0-12 2-34l-360-180q-92 86-218 86-133 0-226.5-93.5t-93.5-226.5 93.5-226.5 226.5-93.5q126 0 218 86l360-180q-2-22-2-34 0-133 93.5-226.5t226.5-93.5 226.5 93.5 93.5 226.5-93.5 226.5-226.5 93.5q-126 0-218-86l-360 180q2 22 2 34t-2 34l360 180q92-86 218-86z"></path></svg></a></div> </div> <div class="kit-publications-publication"> <div class="csl-entry" data-kit-publications-publication-id="1000131656"> <b><a href="https://publikationen.bibliothek.kit.edu/1000131656">A stochastic kinetic scheme for multi-scale flow transport with uncertainty quantification</a></b><br>Xiao, T.; Frank, M.<br>2021. Journal of Computational Physics, 437, Art.-Nr.: 110337. <a href="https://doi.org/10.1016/j.jcp.2021.110337">doi:10.1016/j.jcp.2021.110337</a> <a href="#"><svg xmlns="http://www.w3.org/2000/svg" class="kit-publications-sharing-icon" data-url="https://dbkit.bibliothek.kit.edu/api/v1/vv_veroeff/anonymous/sharing_menu" data-id="1000131656" data-lang="de" style="width: 1em; height: 1em; display: none;" viewBox="0 0 1792 1792" role="img" aria-labelledby="kit-publications-sharing-icon-title-1000131656 kit-publications-sharing-icon-desc-1000131656"><title id="kit-publications-sharing-icon-title-1000131656">Teilen</title><desc id="kit-publications-sharing-icon-desc-1000131656">Publikation exportieren/teilen</desc><path fill="currentColor" d="M1344 1024q133 0 226.5 93.5t93.5 226.5-93.5 226.5-226.5 93.5-226.5-93.5-93.5-226.5q0-12 2-34l-360-180q-92 86-218 86-133 0-226.5-93.5t-93.5-226.5 93.5-226.5 226.5-93.5q126 0 218 86l360-180q-2-22-2-34 0-133 93.5-226.5t226.5-93.5 226.5 93.5 93.5 226.5-93.5 226.5-226.5 93.5q-126 0-218-86l-360 180q2 22 2 34t-2 34l360 180q92-86 218-86z"></path></svg></a></div> </div> </div> </div> <div class="kit-publications-year" id="kit-publications-2020"> <div class="kit-publications-year-title kit-publications-title-level-1">2020</div> <div class="kit-publications-publication-list"> <div class="kit-publications-publication"> <div class="csl-entry" data-kit-publications-publication-id="1000125329"> <b><a href="https://publikationen.bibliothek.kit.edu/1000125329">Ray Effect Mitigation for the Discrete Ordinates Method Using Artificial Scattering</a></b><br>Frank, M.; Kusch, J.; Camminady, T.; Hauck, C. D.<br>2020. Nuclear science and engineering, 194 (11), 971–988. <a href="https://doi.org/10.1080/00295639.2020.1730665">doi:10.1080/00295639.2020.1730665</a> <a href="#"><svg xmlns="http://www.w3.org/2000/svg" class="kit-publications-sharing-icon" data-url="https://dbkit.bibliothek.kit.edu/api/v1/vv_veroeff/anonymous/sharing_menu" data-id="1000125329" data-lang="de" style="width: 1em; height: 1em; display: none;" viewBox="0 0 1792 1792" role="img" aria-labelledby="kit-publications-sharing-icon-title-1000125329 kit-publications-sharing-icon-desc-1000125329"><title id="kit-publications-sharing-icon-title-1000125329">Teilen</title><desc id="kit-publications-sharing-icon-desc-1000125329">Publikation exportieren/teilen</desc><path fill="currentColor" d="M1344 1024q133 0 226.5 93.5t93.5 226.5-93.5 226.5-226.5 93.5-226.5-93.5-93.5-226.5q0-12 2-34l-360-180q-92 86-218 86-133 0-226.5-93.5t-93.5-226.5 93.5-226.5 226.5-93.5q126 0 218 86l360-180q-2-22-2-34 0-133 93.5-226.5t226.5-93.5 226.5 93.5 93.5 226.5-93.5 226.5-226.5 93.5q-126 0-218-86l-360 180q2 22 2 34t-2 34l360 180q92-86 218-86z"></path></svg></a></div> </div> <div class="kit-publications-publication"> <div class="csl-entry" data-kit-publications-publication-id="1000132632"> <b><a href="https://publikationen.bibliothek.kit.edu/1000132632">Robust Mathematical Formulation and Probabilistic Description of Agent-Based Computational Economic Market Models</a></b><br>Beikirch, M.; Cramer, S.; Frank, M.; Otte, P.; Pabich, E.; Trimborn, T.<br>2020. Advances in Complex Systems, 23 (6), Art.-Nr.: 2050017. <a href="https://doi.org/10.1142/S0219525920500174">doi:10.1142/S0219525920500174</a> <a href="#"><svg xmlns="http://www.w3.org/2000/svg" class="kit-publications-sharing-icon" data-url="https://dbkit.bibliothek.kit.edu/api/v1/vv_veroeff/anonymous/sharing_menu" data-id="1000132632" data-lang="de" style="width: 1em; height: 1em; display: none;" viewBox="0 0 1792 1792" role="img" aria-labelledby="kit-publications-sharing-icon-title-1000132632 kit-publications-sharing-icon-desc-1000132632"><title id="kit-publications-sharing-icon-title-1000132632">Teilen</title><desc id="kit-publications-sharing-icon-desc-1000132632">Publikation exportieren/teilen</desc><path fill="currentColor" d="M1344 1024q133 0 226.5 93.5t93.5 226.5-93.5 226.5-226.5 93.5-226.5-93.5-93.5-226.5q0-12 2-34l-360-180q-92 86-218 86-133 0-226.5-93.5t-93.5-226.5 93.5-226.5 226.5-93.5q126 0 218 86l360-180q-2-22-2-34 0-133 93.5-226.5t226.5-93.5 226.5 93.5 93.5 226.5-93.5 226.5-226.5 93.5q-126 0-218-86l-360 180q2 22 2 34t-2 34l360 180q92-86 218-86z"></path></svg></a></div> </div> <div class="kit-publications-publication"> <div class="csl-entry" data-kit-publications-publication-id="1000121168"> <b><a href="https://publikationen.bibliothek.kit.edu/1000121168">Realizability-preserving discretization strategies for hyperbolic and kinetic equations with uncertainty</a></b>. Dissertation<br>Kusch, J.<br>2020, Juli 14. Karlsruher Institut für Technologie (KIT). <a href="https://doi.org/10.5445/IR/1000121168">doi:10.5445/IR/1000121168</a> <a href="https://publikationen.bibliothek.kit.edu/1000121168/82516500"><svg xmlns="http://www.w3.org/2000/svg" class="kit-publications-pdf-icon" style="width: 1em; height: 1em;" viewBox="0 0 1792 1792" role="img" aria-labelledby="kit-publications-pdf-icon-title-1000121168 kit-publications-pdf-icon-desc-1000121168"><title id="kit-publications-pdf-icon-title-1000121168">Volltext</title><desc id="kit-publications-pdf-icon-desc-1000121168">Volltext der Publikation als PDF-Dokument</desc><path class="kit-publications-document" fill="currentColor" d="M1596 380q28 28 48 76t20 88v1152q0 40-28 68t-68 28h-1344q-40 0-68-28t-28-68v-1600q0-40 28-68t68-28h896q40 0 88 20t76 48zm-444-244v376h376q-10-29-22-41l-313-313q-12-12-41-22zm384 1528v-1024h-416q-40 0-68-28t-28-68v-416h-768v1536h1280z"></path><path class="kit-publications-pdf-loop" fill="currentColor" transform="scale(149.33333,149.33333)" d="M 2.9207273,10.26846 C 2.8540792,10.252051 2.6479453,10.143928 2.6161614,10.108707 2.5725925,10.060427 2.5683857,9.9284956 2.6067401,9.8132406 2.6682152,9.6285079 2.9012597,9.3103129 3.1084212,9.1282537 3.3027013,8.9575151 3.6088075,8.7493984 3.8278651,8.6391152 c 0.075119,-0.037818 0.1265162,-0.030412 0.1502371,0.02165 0.027554,0.060475 0.00889,0.084293 0.2115585,-0.2700181 C 4.4657753,7.9080285 4.755206,7.3398995 4.9674545,6.864 5.0998465,6.5671533 5.204746,6.2938678 5.3204511,5.9443689 L 5.4250641,5.6283743 5.3683321,5.4061871 C 5.2518175,4.9498662 5.2049494,4.5671144 5.2150481,4.1543814 5.2264374,3.688901 5.2929369,3.5029942 5.468814,3.4449495 5.547842,3.4188679 5.7603647,3.4333715 5.830553,3.4696363 5.9562721,3.534593 6.0175951,3.7063539 5.9830451,3.8967563 5.9736122,3.9487403 5.9601494,4.168 5.9531277,4.384 5.9386589,4.8290813 5.9208323,5.0940295 5.8857456,5.3854676 5.8579503,5.6163421 5.8509372,5.5804196 5.9926557,5.9330909 6.1784634,6.3954793 6.4315855,6.7925396 6.7115572,7.0607969 6.8401329,7.183993 7.0333697,7.3266297 7.2619121,7.4670387 l 0.1375486,0.084505 0.2188151,-0.019837 c 0.3145041,-0.028513 0.8871242,-0.025169 1.1026301,0.00644 0.4205006,0.061674 0.6407873,0.1906815 0.6953063,0.4071961 0.013481,0.053535 0.012018,0.080368 -0.00818,0.1501051 -0.013529,0.046704 -0.029622,0.091462 -0.035762,0.099462 -0.00614,0.008 -0.015338,0.032041 -0.020439,0.053424 C 9.315254,8.4016593 9.0901043,8.4745389 8.7372772,8.4472598 8.3826886,8.4198444 7.8349562,8.2534842 7.408,8.0435242 L 7.2552727,7.9684192 7.0589091,7.9914966 C 6.2763636,8.0834641 5.5086556,8.2436964 4.8552727,8.4514289 l -0.2327272,0.073992 -0.109091,0.182214 C 4.3655162,8.9547354 4.1283334,9.3099537 3.9817134,9.504 3.5516457,10.073179 3.1889593,10.334502 2.9207273,10.26846 Z M 3.2715497,9.7076364 C 3.4340684,9.5468576 3.6180073,9.313544 3.8034985,9.0328966 3.8584272,8.9497897 3.9000771,8.8785014 3.8960538,8.8744781 3.8719084,8.8503327 3.4238262,9.2846416 3.2577328,9.4931783 3.135093,9.6471572 2.9861818,9.8781223 2.9861818,9.9143609 c 0,0.04257 0.1246532,-0.047731 0.2853679,-0.2067245 z m 1.827532,-1.6146946 c 0.435965,-0.1599907 1.004187,-0.3187047 1.436191,-0.4011529 0.092,-0.017558 0.1719036,-0.035952 0.1775637,-0.040875 0.00566,-0.00492 -0.042034,-0.051 -0.1059872,-0.1023934 C 6.3029187,7.3042775 5.9983818,6.9160093 5.7735121,6.4860608 5.7173952,6.3787658 5.6755351,6.3135014 5.6709734,6.3261916 5.4430976,6.960113 5.2699308,7.3502342 4.9807578,7.8811521 4.8917409,8.0445859 4.8189091,8.1804041 4.8189091,8.1829703 c 0,0.01114 0.036137,-4.727e-4 0.2801726,-0.090028 z m 4.0653727,0.00379 C 9.1547404,8.067142 9.0669284,8.0144612 8.9874673,7.9905479 8.8302256,7.9432271 8.1784041,7.886094 8.2152727,7.9228641 8.2494481,7.9569481 8.6557568,8.073834 8.826488,8.098697 c 0.1419718,0.020675 0.3450129,0.019492 0.3379664,-0.00197 z M 5.6916988,4.3549091 c 0.025619,-0.16 0.052343,-0.3017352 0.059387,-0.3149671 0.025738,-0.048351 -0.04688,-0.3032147 -0.086395,-0.3032147 -0.019755,0 -0.045225,0.1014181 -0.063331,0.2521684 -0.013283,0.1105991 -0.013201,0.1947949 3.607e-4,0.3709091 0.015969,0.2073814 0.028751,0.3015018 0.039414,0.2902267 0.00219,-0.00232 0.024945,-0.1351224 0.050564,-0.2951224 z"></path></svg></a> <a href="#"><svg xmlns="http://www.w3.org/2000/svg" class="kit-publications-sharing-icon" data-url="https://dbkit.bibliothek.kit.edu/api/v1/vv_veroeff/anonymous/sharing_menu" data-id="1000121168" data-lang="de" style="width: 1em; height: 1em; display: none;" viewBox="0 0 1792 1792" role="img" aria-labelledby="kit-publications-sharing-icon-title-1000121168 kit-publications-sharing-icon-desc-1000121168"><title id="kit-publications-sharing-icon-title-1000121168">Teilen</title><desc id="kit-publications-sharing-icon-desc-1000121168">Publikation exportieren/teilen</desc><path fill="currentColor" d="M1344 1024q133 0 226.5 93.5t93.5 226.5-93.5 226.5-226.5 93.5-226.5-93.5-93.5-226.5q0-12 2-34l-360-180q-92 86-218 86-133 0-226.5-93.5t-93.5-226.5 93.5-226.5 226.5-93.5q126 0 218 86l360-180q-2-22-2-34 0-133 93.5-226.5t226.5-93.5 226.5 93.5 93.5 226.5-93.5 226.5-226.5 93.5q-126 0-218-86l-360 180q2 22 2 34t-2 34l360 180q92-86 218-86z"></path></svg></a></div> </div> <div class="kit-publications-publication"> <div class="csl-entry" data-kit-publications-publication-id="1000120361"> <b><a href="https://publikationen.bibliothek.kit.edu/1000120361">On relaxation systems and their relation to discrete velocity Boltzmann models for scalar advection–diffusion equations</a></b><br>Simonis, S.; Frank, M.; Krause, M. J.<br>2020. Philosophical transactions of the Royal Society of London / A, 378 (2175), Article: 20190400. <a href="https://doi.org/10.1098/rsta.2019.0400">doi:10.1098/rsta.2019.0400</a> <a href="https://publikationen.bibliothek.kit.edu/1000120361/79633915"><svg xmlns="http://www.w3.org/2000/svg" class="kit-publications-pdf-icon" style="width: 1em; height: 1em;" viewBox="0 0 1792 1792" role="img" aria-labelledby="kit-publications-pdf-icon-title-1000120361 kit-publications-pdf-icon-desc-1000120361"><title id="kit-publications-pdf-icon-title-1000120361">Volltext</title><desc id="kit-publications-pdf-icon-desc-1000120361">Volltext der Publikation als PDF-Dokument</desc><path class="kit-publications-document" fill="currentColor" d="M1596 380q28 28 48 76t20 88v1152q0 40-28 68t-68 28h-1344q-40 0-68-28t-28-68v-1600q0-40 28-68t68-28h896q40 0 88 20t76 48zm-444-244v376h376q-10-29-22-41l-313-313q-12-12-41-22zm384 1528v-1024h-416q-40 0-68-28t-28-68v-416h-768v1536h1280z"></path><path class="kit-publications-pdf-loop" fill="currentColor" transform="scale(149.33333,149.33333)" d="M 2.9207273,10.26846 C 2.8540792,10.252051 2.6479453,10.143928 2.6161614,10.108707 2.5725925,10.060427 2.5683857,9.9284956 2.6067401,9.8132406 2.6682152,9.6285079 2.9012597,9.3103129 3.1084212,9.1282537 3.3027013,8.9575151 3.6088075,8.7493984 3.8278651,8.6391152 c 0.075119,-0.037818 0.1265162,-0.030412 0.1502371,0.02165 0.027554,0.060475 0.00889,0.084293 0.2115585,-0.2700181 C 4.4657753,7.9080285 4.755206,7.3398995 4.9674545,6.864 5.0998465,6.5671533 5.204746,6.2938678 5.3204511,5.9443689 L 5.4250641,5.6283743 5.3683321,5.4061871 C 5.2518175,4.9498662 5.2049494,4.5671144 5.2150481,4.1543814 5.2264374,3.688901 5.2929369,3.5029942 5.468814,3.4449495 5.547842,3.4188679 5.7603647,3.4333715 5.830553,3.4696363 5.9562721,3.534593 6.0175951,3.7063539 5.9830451,3.8967563 5.9736122,3.9487403 5.9601494,4.168 5.9531277,4.384 5.9386589,4.8290813 5.9208323,5.0940295 5.8857456,5.3854676 5.8579503,5.6163421 5.8509372,5.5804196 5.9926557,5.9330909 6.1784634,6.3954793 6.4315855,6.7925396 6.7115572,7.0607969 6.8401329,7.183993 7.0333697,7.3266297 7.2619121,7.4670387 l 0.1375486,0.084505 0.2188151,-0.019837 c 0.3145041,-0.028513 0.8871242,-0.025169 1.1026301,0.00644 0.4205006,0.061674 0.6407873,0.1906815 0.6953063,0.4071961 0.013481,0.053535 0.012018,0.080368 -0.00818,0.1501051 -0.013529,0.046704 -0.029622,0.091462 -0.035762,0.099462 -0.00614,0.008 -0.015338,0.032041 -0.020439,0.053424 C 9.315254,8.4016593 9.0901043,8.4745389 8.7372772,8.4472598 8.3826886,8.4198444 7.8349562,8.2534842 7.408,8.0435242 L 7.2552727,7.9684192 7.0589091,7.9914966 C 6.2763636,8.0834641 5.5086556,8.2436964 4.8552727,8.4514289 l -0.2327272,0.073992 -0.109091,0.182214 C 4.3655162,8.9547354 4.1283334,9.3099537 3.9817134,9.504 3.5516457,10.073179 3.1889593,10.334502 2.9207273,10.26846 Z M 3.2715497,9.7076364 C 3.4340684,9.5468576 3.6180073,9.313544 3.8034985,9.0328966 3.8584272,8.9497897 3.9000771,8.8785014 3.8960538,8.8744781 3.8719084,8.8503327 3.4238262,9.2846416 3.2577328,9.4931783 3.135093,9.6471572 2.9861818,9.8781223 2.9861818,9.9143609 c 0,0.04257 0.1246532,-0.047731 0.2853679,-0.2067245 z m 1.827532,-1.6146946 c 0.435965,-0.1599907 1.004187,-0.3187047 1.436191,-0.4011529 0.092,-0.017558 0.1719036,-0.035952 0.1775637,-0.040875 0.00566,-0.00492 -0.042034,-0.051 -0.1059872,-0.1023934 C 6.3029187,7.3042775 5.9983818,6.9160093 5.7735121,6.4860608 5.7173952,6.3787658 5.6755351,6.3135014 5.6709734,6.3261916 5.4430976,6.960113 5.2699308,7.3502342 4.9807578,7.8811521 4.8917409,8.0445859 4.8189091,8.1804041 4.8189091,8.1829703 c 0,0.01114 0.036137,-4.727e-4 0.2801726,-0.090028 z m 4.0653727,0.00379 C 9.1547404,8.067142 9.0669284,8.0144612 8.9874673,7.9905479 8.8302256,7.9432271 8.1784041,7.886094 8.2152727,7.9228641 8.2494481,7.9569481 8.6557568,8.073834 8.826488,8.098697 c 0.1419718,0.020675 0.3450129,0.019492 0.3379664,-0.00197 z M 5.6916988,4.3549091 c 0.025619,-0.16 0.052343,-0.3017352 0.059387,-0.3149671 0.025738,-0.048351 -0.04688,-0.3032147 -0.086395,-0.3032147 -0.019755,0 -0.045225,0.1014181 -0.063331,0.2521684 -0.013283,0.1105991 -0.013201,0.1947949 3.607e-4,0.3709091 0.015969,0.2073814 0.028751,0.3015018 0.039414,0.2902267 0.00219,-0.00232 0.024945,-0.1351224 0.050564,-0.2951224 z"></path></svg></a> <a href="#"><svg xmlns="http://www.w3.org/2000/svg" class="kit-publications-sharing-icon" data-url="https://dbkit.bibliothek.kit.edu/api/v1/vv_veroeff/anonymous/sharing_menu" data-id="1000120361" data-lang="de" style="width: 1em; height: 1em; display: none;" viewBox="0 0 1792 1792" role="img" aria-labelledby="kit-publications-sharing-icon-title-1000120361 kit-publications-sharing-icon-desc-1000120361"><title id="kit-publications-sharing-icon-title-1000120361">Teilen</title><desc id="kit-publications-sharing-icon-desc-1000120361">Publikation exportieren/teilen</desc><path fill="currentColor" d="M1344 1024q133 0 226.5 93.5t93.5 226.5-93.5 226.5-226.5 93.5-226.5-93.5-93.5-226.5q0-12 2-34l-360-180q-92 86-218 86-133 0-226.5-93.5t-93.5-226.5 93.5-226.5 226.5-93.5q126 0 218 86l360-180q-2-22-2-34 0-133 93.5-226.5t226.5-93.5 226.5 93.5 93.5 226.5-93.5 226.5-226.5 93.5q-126 0-218-86l-360 180q2 22 2 34t-2 34l360 180q92-86 218-86z"></path></svg></a></div> </div> <div class="kit-publications-publication"> <div class="csl-entry" data-kit-publications-publication-id="1000120668"> <b><a href="https://publikationen.bibliothek.kit.edu/1000120668">Massively Parallel Stencil Strategies for Radiation Transport Moment Model Simulations</a></b><br>Berghoff, M.; Frank, M.; Seibold, B.<br>2020. Computational Science – ICCS 2020 : 20th International Conference, Amsterdam, The Netherlands, June 3–5, 2020. Proceedings. Part 7. Ed.: V. Krzhizhanovskaya, 242–256, Springer Nature. <a href="https://doi.org/10.1007/978-3-030-50436-6_18">doi:10.1007/978-3-030-50436-6_18</a> <a href="https://publikationen.bibliothek.kit.edu/1000120668/85685413"><svg xmlns="http://www.w3.org/2000/svg" class="kit-publications-pdf-icon" style="width: 1em; height: 1em;" viewBox="0 0 1792 1792" role="img" aria-labelledby="kit-publications-pdf-icon-title-1000120668 kit-publications-pdf-icon-desc-1000120668"><title id="kit-publications-pdf-icon-title-1000120668">Volltext</title><desc id="kit-publications-pdf-icon-desc-1000120668">Volltext der Publikation als PDF-Dokument</desc><path class="kit-publications-document" fill="currentColor" d="M1596 380q28 28 48 76t20 88v1152q0 40-28 68t-68 28h-1344q-40 0-68-28t-28-68v-1600q0-40 28-68t68-28h896q40 0 88 20t76 48zm-444-244v376h376q-10-29-22-41l-313-313q-12-12-41-22zm384 1528v-1024h-416q-40 0-68-28t-28-68v-416h-768v1536h1280z"></path><path class="kit-publications-pdf-loop" fill="currentColor" transform="scale(149.33333,149.33333)" d="M 2.9207273,10.26846 C 2.8540792,10.252051 2.6479453,10.143928 2.6161614,10.108707 2.5725925,10.060427 2.5683857,9.9284956 2.6067401,9.8132406 2.6682152,9.6285079 2.9012597,9.3103129 3.1084212,9.1282537 3.3027013,8.9575151 3.6088075,8.7493984 3.8278651,8.6391152 c 0.075119,-0.037818 0.1265162,-0.030412 0.1502371,0.02165 0.027554,0.060475 0.00889,0.084293 0.2115585,-0.2700181 C 4.4657753,7.9080285 4.755206,7.3398995 4.9674545,6.864 5.0998465,6.5671533 5.204746,6.2938678 5.3204511,5.9443689 L 5.4250641,5.6283743 5.3683321,5.4061871 C 5.2518175,4.9498662 5.2049494,4.5671144 5.2150481,4.1543814 5.2264374,3.688901 5.2929369,3.5029942 5.468814,3.4449495 5.547842,3.4188679 5.7603647,3.4333715 5.830553,3.4696363 5.9562721,3.534593 6.0175951,3.7063539 5.9830451,3.8967563 5.9736122,3.9487403 5.9601494,4.168 5.9531277,4.384 5.9386589,4.8290813 5.9208323,5.0940295 5.8857456,5.3854676 5.8579503,5.6163421 5.8509372,5.5804196 5.9926557,5.9330909 6.1784634,6.3954793 6.4315855,6.7925396 6.7115572,7.0607969 6.8401329,7.183993 7.0333697,7.3266297 7.2619121,7.4670387 l 0.1375486,0.084505 0.2188151,-0.019837 c 0.3145041,-0.028513 0.8871242,-0.025169 1.1026301,0.00644 0.4205006,0.061674 0.6407873,0.1906815 0.6953063,0.4071961 0.013481,0.053535 0.012018,0.080368 -0.00818,0.1501051 -0.013529,0.046704 -0.029622,0.091462 -0.035762,0.099462 -0.00614,0.008 -0.015338,0.032041 -0.020439,0.053424 C 9.315254,8.4016593 9.0901043,8.4745389 8.7372772,8.4472598 8.3826886,8.4198444 7.8349562,8.2534842 7.408,8.0435242 L 7.2552727,7.9684192 7.0589091,7.9914966 C 6.2763636,8.0834641 5.5086556,8.2436964 4.8552727,8.4514289 l -0.2327272,0.073992 -0.109091,0.182214 C 4.3655162,8.9547354 4.1283334,9.3099537 3.9817134,9.504 3.5516457,10.073179 3.1889593,10.334502 2.9207273,10.26846 Z M 3.2715497,9.7076364 C 3.4340684,9.5468576 3.6180073,9.313544 3.8034985,9.0328966 3.8584272,8.9497897 3.9000771,8.8785014 3.8960538,8.8744781 3.8719084,8.8503327 3.4238262,9.2846416 3.2577328,9.4931783 3.135093,9.6471572 2.9861818,9.8781223 2.9861818,9.9143609 c 0,0.04257 0.1246532,-0.047731 0.2853679,-0.2067245 z m 1.827532,-1.6146946 c 0.435965,-0.1599907 1.004187,-0.3187047 1.436191,-0.4011529 0.092,-0.017558 0.1719036,-0.035952 0.1775637,-0.040875 0.00566,-0.00492 -0.042034,-0.051 -0.1059872,-0.1023934 C 6.3029187,7.3042775 5.9983818,6.9160093 5.7735121,6.4860608 5.7173952,6.3787658 5.6755351,6.3135014 5.6709734,6.3261916 5.4430976,6.960113 5.2699308,7.3502342 4.9807578,7.8811521 4.8917409,8.0445859 4.8189091,8.1804041 4.8189091,8.1829703 c 0,0.01114 0.036137,-4.727e-4 0.2801726,-0.090028 z m 4.0653727,0.00379 C 9.1547404,8.067142 9.0669284,8.0144612 8.9874673,7.9905479 8.8302256,7.9432271 8.1784041,7.886094 8.2152727,7.9228641 8.2494481,7.9569481 8.6557568,8.073834 8.826488,8.098697 c 0.1419718,0.020675 0.3450129,0.019492 0.3379664,-0.00197 z M 5.6916988,4.3549091 c 0.025619,-0.16 0.052343,-0.3017352 0.059387,-0.3149671 0.025738,-0.048351 -0.04688,-0.3032147 -0.086395,-0.3032147 -0.019755,0 -0.045225,0.1014181 -0.063331,0.2521684 -0.013283,0.1105991 -0.013201,0.1947949 3.607e-4,0.3709091 0.015969,0.2073814 0.028751,0.3015018 0.039414,0.2902267 0.00219,-0.00232 0.024945,-0.1351224 0.050564,-0.2951224 z"></path></svg></a> <a href="#"><svg xmlns="http://www.w3.org/2000/svg" class="kit-publications-sharing-icon" data-url="https://dbkit.bibliothek.kit.edu/api/v1/vv_veroeff/anonymous/sharing_menu" data-id="1000120668" data-lang="de" style="width: 1em; 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W.; Frank, M.; Hauck, C. D.<br>2019. SIAM journal on applied mathematics, 79 (5), 1627–1653. <a href="https://doi.org/10.1137/18M1181201">doi:10.1137/18M1181201</a> <a href="#"><svg xmlns="http://www.w3.org/2000/svg" class="kit-publications-sharing-icon" data-url="https://dbkit.bibliothek.kit.edu/api/v1/vv_veroeff/anonymous/sharing_menu" data-id="1000119843" data-lang="de" style="width: 1em; height: 1em; display: none;" viewBox="0 0 1792 1792" role="img" aria-labelledby="kit-publications-sharing-icon-title-1000119843 kit-publications-sharing-icon-desc-1000119843"><title id="kit-publications-sharing-icon-title-1000119843">Teilen</title><desc id="kit-publications-sharing-icon-desc-1000119843">Publikation exportieren/teilen</desc><path fill="currentColor" d="M1344 1024q133 0 226.5 93.5t93.5 226.5-93.5 226.5-226.5 93.5-226.5-93.5-93.5-226.5q0-12 2-34l-360-180q-92 86-218 86-133 0-226.5-93.5t-93.5-226.5 93.5-226.5 226.5-93.5q126 0 218 86l360-180q-2-22-2-34 0-133 93.5-226.5t226.5-93.5 226.5 93.5 93.5 226.5-93.5 226.5-226.5 93.5q-126 0-218-86l-360 180q2 22 2 34t-2 34l360 180q92-86 218-86z"></path></svg></a></div> </div> <div class="kit-publications-publication"> <div class="csl-entry" data-kit-publications-publication-id="1000099435"> <b><a href="https://publikationen.bibliothek.kit.edu/1000099435">An adaptive quadrature-based moment closure</a></b><br>Kusch, J.; Frank, M.<br>2019. International journal of advances in engineering sciences and applied mathematics, 11 (3), 174–186. <a href="https://doi.org/10.1007/s12572-019-00252-7">doi:10.1007/s12572-019-00252-7</a> <a href="#"><svg xmlns="http://www.w3.org/2000/svg" class="kit-publications-sharing-icon" data-url="https://dbkit.bibliothek.kit.edu/api/v1/vv_veroeff/anonymous/sharing_menu" data-id="1000099435" data-lang="de" style="width: 1em; height: 1em; display: none;" viewBox="0 0 1792 1792" role="img" aria-labelledby="kit-publications-sharing-icon-title-1000099435 kit-publications-sharing-icon-desc-1000099435"><title id="kit-publications-sharing-icon-title-1000099435">Teilen</title><desc id="kit-publications-sharing-icon-desc-1000099435">Publikation exportieren/teilen</desc><path fill="currentColor" d="M1344 1024q133 0 226.5 93.5t93.5 226.5-93.5 226.5-226.5 93.5-226.5-93.5-93.5-226.5q0-12 2-34l-360-180q-92 86-218 86-133 0-226.5-93.5t-93.5-226.5 93.5-226.5 226.5-93.5q126 0 218 86l360-180q-2-22-2-34 0-133 93.5-226.5t226.5-93.5 226.5 93.5 93.5 226.5-93.5 226.5-226.5 93.5q-126 0-218-86l-360 180q2 22 2 34t-2 34l360 180q92-86 218-86z"></path></svg></a></div> </div> <div class="kit-publications-publication"> <div class="csl-entry" data-kit-publications-publication-id="1000104556"> <b><a href="https://publikationen.bibliothek.kit.edu/1000104556">A Positive Asymptotic-Preserving Scheme for Linear Kinetic Transport Equations</a></b><br>Laiu, M. P.; Frank, M.; Hauck, C. D.<br>2019. 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Computational economics. <a href="https://doi.org/10.1007/s10614-019-09910-1">doi:10.1007/s10614-019-09910-1</a> <a href="#"><svg xmlns="http://www.w3.org/2000/svg" class="kit-publications-sharing-icon" data-url="https://dbkit.bibliothek.kit.edu/api/v1/vv_veroeff/anonymous/sharing_menu" data-id="1000097278" data-lang="de" style="width: 1em; height: 1em; display: none;" viewBox="0 0 1792 1792" role="img" aria-labelledby="kit-publications-sharing-icon-title-1000097278 kit-publications-sharing-icon-desc-1000097278"><title id="kit-publications-sharing-icon-title-1000097278">Teilen</title><desc id="kit-publications-sharing-icon-desc-1000097278">Publikation exportieren/teilen</desc><path fill="currentColor" d="M1344 1024q133 0 226.5 93.5t93.5 226.5-93.5 226.5-226.5 93.5-226.5-93.5-93.5-226.5q0-12 2-34l-360-180q-92 86-218 86-133 0-226.5-93.5t-93.5-226.5 93.5-226.5 226.5-93.5q126 0 218 86l360-180q-2-22-2-34 0-133 93.5-226.5t226.5-93.5 226.5 93.5 93.5 226.5-93.5 226.5-226.5 93.5q-126 0-218-86l-360 180q2 22 2 34t-2 34l360 180q92-86 218-86z"></path></svg></a></div> </div> <div class="kit-publications-publication"> <div class="csl-entry" data-kit-publications-publication-id="1000092820"> <b><a href="https://publikationen.bibliothek.kit.edu/1000092820">Maximum-principle-satisfying second-order Intrusive Polynomial Moment scheme</a></b><br>Kusch, J.; Alldredge, G. W.; Frank, M.<br>2019. 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height: 1em; display: none;" viewBox="0 0 1792 1792" role="img" aria-labelledby="kit-publications-sharing-icon-title-1000092820 kit-publications-sharing-icon-desc-1000092820"><title id="kit-publications-sharing-icon-title-1000092820">Teilen</title><desc id="kit-publications-sharing-icon-desc-1000092820">Publikation exportieren/teilen</desc><path fill="currentColor" d="M1344 1024q133 0 226.5 93.5t93.5 226.5-93.5 226.5-226.5 93.5-226.5-93.5-93.5-226.5q0-12 2-34l-360-180q-92 86-218 86-133 0-226.5-93.5t-93.5-226.5 93.5-226.5 226.5-93.5q126 0 218 86l360-180q-2-22-2-34 0-133 93.5-226.5t226.5-93.5 226.5 93.5 93.5 226.5-93.5 226.5-226.5 93.5q-126 0-218-86l-360 180q2 22 2 34t-2 34l360 180q92-86 218-86z"></path></svg></a></div> </div> <div class="kit-publications-publication"> <div class="csl-entry" data-kit-publications-publication-id="1000091062"> <b><a href="https://publikationen.bibliothek.kit.edu/1000091062">Ray effect mitigation for the discrete ordinates method through quadrature rotation</a></b><br>Camminady, T.; Frank, M.; Küpper, K.; Kusch, J.<br>2019. Journal of computational physics, 382, 105–123. <a href="https://doi.org/10.1016/j.jcp.2019.01.016">doi:10.1016/j.jcp.2019.01.016</a> <a href="#"><svg xmlns="http://www.w3.org/2000/svg" class="kit-publications-sharing-icon" data-url="https://dbkit.bibliothek.kit.edu/api/v1/vv_veroeff/anonymous/sharing_menu" data-id="1000091062" data-lang="de" style="width: 1em; height: 1em; display: none;" viewBox="0 0 1792 1792" role="img" aria-labelledby="kit-publications-sharing-icon-title-1000091062 kit-publications-sharing-icon-desc-1000091062"><title id="kit-publications-sharing-icon-title-1000091062">Teilen</title><desc id="kit-publications-sharing-icon-desc-1000091062">Publikation exportieren/teilen</desc><path fill="currentColor" d="M1344 1024q133 0 226.5 93.5t93.5 226.5-93.5 226.5-226.5 93.5-226.5-93.5-93.5-226.5q0-12 2-34l-360-180q-92 86-218 86-133 0-226.5-93.5t-93.5-226.5 93.5-226.5 226.5-93.5q126 0 218 86l360-180q-2-22-2-34 0-133 93.5-226.5t226.5-93.5 226.5 93.5 93.5 226.5-93.5 226.5-226.5 93.5q-126 0-218-86l-360 180q2 22 2 34t-2 34l360 180q92-86 218-86z"></path></svg></a></div> </div> </div> </div> <div class="kit-publications-year" id="kit-publications-2018"> <div class="kit-publications-year-title kit-publications-title-level-1">2018</div> <div class="kit-publications-publication-list"> <div class="kit-publications-publication"> <div class="csl-entry" data-kit-publications-publication-id="1000085010"> <b><a href="https://publikationen.bibliothek.kit.edu/1000085010">A comparative study of limiting strategies in discontinuous Galerkin schemes for the model of radiation transport</a></b><br>Chidyagwai, P.; Frank, M.; Schneider, F.; Seibold, B.<br>2018. Journal of computational and applied mathematics, 342, 399–418. <a href="https://doi.org/10.1016/j.cam.2018.04.017">doi:10.1016/j.cam.2018.04.017</a> <a href="#"><svg xmlns="http://www.w3.org/2000/svg" class="kit-publications-sharing-icon" data-url="https://dbkit.bibliothek.kit.edu/api/v1/vv_veroeff/anonymous/sharing_menu" data-id="1000085010" data-lang="de" style="width: 1em; height: 1em; display: none;" viewBox="0 0 1792 1792" role="img" aria-labelledby="kit-publications-sharing-icon-title-1000085010 kit-publications-sharing-icon-desc-1000085010"><title id="kit-publications-sharing-icon-title-1000085010">Teilen</title><desc id="kit-publications-sharing-icon-desc-1000085010">Publikation exportieren/teilen</desc><path fill="currentColor" d="M1344 1024q133 0 226.5 93.5t93.5 226.5-93.5 226.5-226.5 93.5-226.5-93.5-93.5-226.5q0-12 2-34l-360-180q-92 86-218 86-133 0-226.5-93.5t-93.5-226.5 93.5-226.5 226.5-93.5q126 0 218 86l360-180q-2-22-2-34 0-133 93.5-226.5t226.5-93.5 226.5 93.5 93.5 226.5-93.5 226.5-226.5 93.5q-126 0-218-86l-360 180q2 22 2 34t-2 34l360 180q92-86 218-86z"></path></svg></a></div> </div> <div class="kit-publications-publication"> <div class="csl-entry" data-kit-publications-publication-id="1000083196"> <b><a href="https://publikationen.bibliothek.kit.edu/1000083196">Quasi-steady state reduction for the Michaelis–Menten reaction–diffusion system</a></b><br>Frank, M.; Lax, C.; Walcher, S.; Wittich, O.<br>2018. Journal of mathematical chemistry, 56 (6), 1759–1781. <a href="https://doi.org/10.1007/s10910-018-0891-8">doi:10.1007/s10910-018-0891-8</a> <a href="#"><svg xmlns="http://www.w3.org/2000/svg" class="kit-publications-sharing-icon" data-url="https://dbkit.bibliothek.kit.edu/api/v1/vv_veroeff/anonymous/sharing_menu" data-id="1000083196" data-lang="de" style="width: 1em; height: 1em; display: none;" viewBox="0 0 1792 1792" role="img" aria-labelledby="kit-publications-sharing-icon-title-1000083196 kit-publications-sharing-icon-desc-1000083196"><title id="kit-publications-sharing-icon-title-1000083196">Teilen</title><desc id="kit-publications-sharing-icon-desc-1000083196">Publikation exportieren/teilen</desc><path fill="currentColor" d="M1344 1024q133 0 226.5 93.5t93.5 226.5-93.5 226.5-226.5 93.5-226.5-93.5-93.5-226.5q0-12 2-34l-360-180q-92 86-218 86-133 0-226.5-93.5t-93.5-226.5 93.5-226.5 226.5-93.5q126 0 218 86l360-180q-2-22-2-34 0-133 93.5-226.5t226.5-93.5 226.5 93.5 93.5 226.5-93.5 226.5-226.5 93.5q-126 0-218-86l-360 180q2 22 2 34t-2 34l360 180q92-86 218-86z"></path></svg></a></div> </div> <div class="kit-publications-publication"> <div class="csl-entry" data-kit-publications-publication-id="1000085016"> <b><a href="https://publikationen.bibliothek.kit.edu/1000085016">Intrusive methods in uncertainty quantification and their connection to kinetic theory</a></b><br>Kusch, J.; Frank, M.<br>2018. International journal of advances in engineering sciences and applied mathematics, 10 (1), 54–69. <a href="https://doi.org/10.1007/s12572-018-0211-3">doi:10.1007/s12572-018-0211-3</a> <a href="#"><svg xmlns="http://www.w3.org/2000/svg" class="kit-publications-sharing-icon" data-url="https://dbkit.bibliothek.kit.edu/api/v1/vv_veroeff/anonymous/sharing_menu" data-id="1000085016" data-lang="de" style="width: 1em; height: 1em; display: none;" viewBox="0 0 1792 1792" role="img" aria-labelledby="kit-publications-sharing-icon-title-1000085016 kit-publications-sharing-icon-desc-1000085016"><title id="kit-publications-sharing-icon-title-1000085016">Teilen</title><desc id="kit-publications-sharing-icon-desc-1000085016">Publikation exportieren/teilen</desc><path fill="currentColor" d="M1344 1024q133 0 226.5 93.5t93.5 226.5-93.5 226.5-226.5 93.5-226.5-93.5-93.5-226.5q0-12 2-34l-360-180q-92 86-218 86-133 0-226.5-93.5t-93.5-226.5 93.5-226.5 226.5-93.5q126 0 218 86l360-180q-2-22-2-34 0-133 93.5-226.5t226.5-93.5 226.5 93.5 93.5 226.5-93.5 226.5-226.5 93.5q-126 0-218-86l-360 180q2 22 2 34t-2 34l360 180q92-86 218-86z"></path></svg></a></div> </div> <div class="kit-publications-publication"> <div class="csl-entry" data-kit-publications-publication-id="1000085009"> <b><a href="https://publikationen.bibliothek.kit.edu/1000085009">A spectral Galerkin method for the fractional order diffusion and wave equation</a></b><br>Camminady, T.; Frank, M.<br>2018. International journal of advances in engineering sciences and applied mathematics, 10 (1), 90–104. <a href="https://doi.org/10.1007/s12572-018-0208-y">doi:10.1007/s12572-018-0208-y</a> <a href="#"><svg xmlns="http://www.w3.org/2000/svg" class="kit-publications-sharing-icon" data-url="https://dbkit.bibliothek.kit.edu/api/v1/vv_veroeff/anonymous/sharing_menu" data-id="1000085009" data-lang="de" style="width: 1em; height: 1em; display: none;" viewBox="0 0 1792 1792" role="img" aria-labelledby="kit-publications-sharing-icon-title-1000085009 kit-publications-sharing-icon-desc-1000085009"><title id="kit-publications-sharing-icon-title-1000085009">Teilen</title><desc id="kit-publications-sharing-icon-desc-1000085009">Publikation exportieren/teilen</desc><path fill="currentColor" d="M1344 1024q133 0 226.5 93.5t93.5 226.5-93.5 226.5-226.5 93.5-226.5-93.5-93.5-226.5q0-12 2-34l-360-180q-92 86-218 86-133 0-226.5-93.5t-93.5-226.5 93.5-226.5 226.5-93.5q126 0 218 86l360-180q-2-22-2-34 0-133 93.5-226.5t226.5-93.5 226.5 93.5 93.5 226.5-93.5 226.5-226.5 93.5q-126 0-218-86l-360 180q2 22 2 34t-2 34l360 180q92-86 218-86z"></path></svg></a></div> </div> <div class="kit-publications-publication"> <div class="csl-entry" data-kit-publications-publication-id="1000085012"> <b><a href="https://publikationen.bibliothek.kit.edu/1000085012">Fractional diffusion limits of non-classical transport equations</a></b><br>Frank, M.; Sun, W.<br>2018. Kinetic and related models, 11 (6), 1503–1526. <a href="https://doi.org/10.3934/krm.2018059">doi:10.3934/krm.2018059</a> <a href="#"><svg xmlns="http://www.w3.org/2000/svg" class="kit-publications-sharing-icon" data-url="https://dbkit.bibliothek.kit.edu/api/v1/vv_veroeff/anonymous/sharing_menu" data-id="1000085012" data-lang="de" style="width: 1em; height: 1em; display: none;" viewBox="0 0 1792 1792" role="img" aria-labelledby="kit-publications-sharing-icon-title-1000085012 kit-publications-sharing-icon-desc-1000085012"><title id="kit-publications-sharing-icon-title-1000085012">Teilen</title><desc id="kit-publications-sharing-icon-desc-1000085012">Publikation exportieren/teilen</desc><path fill="currentColor" d="M1344 1024q133 0 226.5 93.5t93.5 226.5-93.5 226.5-226.5 93.5-226.5-93.5-93.5-226.5q0-12 2-34l-360-180q-92 86-218 86-133 0-226.5-93.5t-93.5-226.5 93.5-226.5 226.5-93.5q126 0 218 86l360-180q-2-22-2-34 0-133 93.5-226.5t226.5-93.5 226.5 93.5 93.5 226.5-93.5 226.5-226.5 93.5q-126 0-218-86l-360 180q2 22 2 34t-2 34l360 180q92-86 218-86z"></path></svg></a></div> </div> <div class="kit-publications-publication"> <div class="csl-entry" data-kit-publications-publication-id="1000082274"> <b><a href="https://publikationen.bibliothek.kit.edu/1000082274">Mean field limit of a behavioral financial market model</a></b><br>Trimborn, T.; Frank, M.; Martin, S.<br>2018. Physica / A, 505, 613–631. <a href="https://doi.org/10.1016/j.physa.2018.03.079">doi:10.1016/j.physa.2018.03.079</a> <a href="#"><svg xmlns="http://www.w3.org/2000/svg" class="kit-publications-sharing-icon" data-url="https://dbkit.bibliothek.kit.edu/api/v1/vv_veroeff/anonymous/sharing_menu" data-id="1000082274" data-lang="de" style="width: 1em; height: 1em; display: none;" viewBox="0 0 1792 1792" role="img" aria-labelledby="kit-publications-sharing-icon-title-1000082274 kit-publications-sharing-icon-desc-1000082274"><title id="kit-publications-sharing-icon-title-1000082274">Teilen</title><desc id="kit-publications-sharing-icon-desc-1000082274">Publikation exportieren/teilen</desc><path fill="currentColor" d="M1344 1024q133 0 226.5 93.5t93.5 226.5-93.5 226.5-226.5 93.5-226.5-93.5-93.5-226.5q0-12 2-34l-360-180q-92 86-218 86-133 0-226.5-93.5t-93.5-226.5 93.5-226.5 226.5-93.5q126 0 218 86l360-180q-2-22-2-34 0-133 93.5-226.5t226.5-93.5 226.5 93.5 93.5 226.5-93.5 226.5-226.5 93.5q-126 0-218-86l-360 180q2 22 2 34t-2 34l360 180q92-86 218-86z"></path></svg></a></div> </div> </div> </div> <div class="kit-publications-year" id="kit-publications-2002"> <div class="kit-publications-year-title kit-publications-title-level-1">2002</div> <div class="kit-publications-publication-list"> <div class="kit-publications-publication"> <div class="csl-entry" data-kit-publications-publication-id="1000091350"> <b><a href="https://publikationen.bibliothek.kit.edu/1000091350">The Semantic Web workshop at the 11th International WWW Conference (WWW-2002)</a></b><br>Frank, M.; Noy, N.; Staab, S.<br>2002. ACM SIGMOD record, 31 (3), 64–67 <a href="#"><svg xmlns="http://www.w3.org/2000/svg" class="kit-publications-sharing-icon" data-url="https://dbkit.bibliothek.kit.edu/api/v1/vv_veroeff/anonymous/sharing_menu" data-id="1000091350" data-lang="de" style="width: 1em; height: 1em; display: none;" viewBox="0 0 1792 1792" role="img" aria-labelledby="kit-publications-sharing-icon-title-1000091350 kit-publications-sharing-icon-desc-1000091350"><title id="kit-publications-sharing-icon-title-1000091350">Teilen</title><desc id="kit-publications-sharing-icon-desc-1000091350">Publikation exportieren/teilen</desc><path fill="currentColor" d="M1344 1024q133 0 226.5 93.5t93.5 226.5-93.5 226.5-226.5 93.5-226.5-93.5-93.5-226.5q0-12 2-34l-360-180q-92 86-218 86-133 0-226.5-93.5t-93.5-226.5 93.5-226.5 226.5-93.5q126 0 218 86l360-180q-2-22-2-34 0-133 93.5-226.5t226.5-93.5 226.5 93.5 93.5 226.5-93.5 226.5-226.5 93.5q-126 0-218-86l-360 180q2 22 2 34t-2 34l360 180q92-86 218-86z"></path></svg></a></div> </div> <div class="kit-publications-publication"> <div class="csl-entry" data-kit-publications-publication-id="33932002"> <b><a href="https://publikationen.bibliothek.kit.edu/33932002">Semantic web service architecture: evolving web service standards toward the semantic web</a></b><br>Solazzo, T.; Handschuh, S.; Staab, S.; Frank, M.<br>2002. In: Proceedings of the 15th International FLAIRS Conference, FLAIRS 2002, Pensacola, FL 2002. AAAI Press 2002. S. 425-429 <a href="#"><svg xmlns="http://www.w3.org/2000/svg" class="kit-publications-sharing-icon" data-url="https://dbkit.bibliothek.kit.edu/api/v1/vv_veroeff/anonymous/sharing_menu" data-id="33932002" data-lang="de" style="width: 1em; height: 1em; display: none;" viewBox="0 0 1792 1792" role="img" aria-labelledby="kit-publications-sharing-icon-title-33932002 kit-publications-sharing-icon-desc-33932002"><title id="kit-publications-sharing-icon-title-33932002">Teilen</title><desc id="kit-publications-sharing-icon-desc-33932002">Publikation exportieren/teilen</desc><path fill="currentColor" d="M1344 1024q133 0 226.5 93.5t93.5 226.5-93.5 226.5-226.5 93.5-226.5-93.5-93.5-226.5q0-12 2-34l-360-180q-92 86-218 86-133 0-226.5-93.5t-93.5-226.5 93.5-226.5 226.5-93.5q126 0 218 86l360-180q-2-22-2-34 0-133 93.5-226.5t226.5-93.5 226.5 93.5 93.5 226.5-93.5 226.5-226.5 93.5q-126 0-218-86l-360 180q2 22 2 34t-2 34l360 180q92-86 218-86z"></path></svg></a></div> </div> </div> </div> </div> </div> <script>/* * sharing-menu.js * @copyright Karlsruhe Institute of Technology (KIT), KIT Library, 2019–2024 * @author Raphael Straub <raphael.straub@kit.edu> * @preserve */ var kit_publications_sharing_menu={removeMenus:function(){for(var t=document.getElementsByClassName("kit-publications-sharing-dropdown"),e=0;e<t.length;e++)t[e].remove()},toggle:function(o){var t=document.getElementsByClassName("kit-publications-sharing-dropdown"),e=this.getAttribute("data-id");if(0<t.length){var t=t[0].getAttribute("data-id");if(kit_publications_sharing_menu.removeMenus(o),e===t)return!1}if(!o.defaultPrevented)return(t=new XMLHttpRequest).open("GET",encodeURI(this.getAttribute("data-url"))+"?id="+encodeURIComponent(e)+"&lang="+encodeURIComponent(this.getAttribute("data-lang")),!0),t.onreadystatechange=function(){if(4===this.readyState&&200===this.status){document.body.insertAdjacentHTML("beforeend",this.responseText);for(var t,e=document.getElementsByClassName("kit-publications-sharing-dropdown")[0],n=o.target.getBoundingClientRect(),i=0;i<e.childNodes.length;i++)"string"==typeof e.childNodes[i].className&&-1!==e.childNodes[i].className.indexOf("dropdown-menu")&&(t=e.childNodes[i].getBoundingClientRect());e.style.top=0<=window.innerHeight-n.bottom-t.height||window.innerHeight-n.bottom-t.height>n.top-t.height?n.bottom+window.scrollY+"px":n.top+window.scrollY-t.height+"px",e.style.left=0<=window.innerWidth-n.left-t.width||window.innerWidth-n.left-t.width>n.right-t.width?n.left+window.scrollX+"px":n.right+window.scrollX-t.width+"px"}},t.send(),!1}};document.addEventListener("DOMContentLoaded",function(){for(var t=document.getElementsByClassName("kit-publications-sharing-icon"),e=0;e<t.length;e++)t[e].style.display="inline",t[e].onclick=kit_publications_sharing_menu.toggle},!1),document.addEventListener("click",function(t){return kit_publications_sharing_menu.removeMenus(t),!0}); </script><div id="kit-publications-parameters" style="display: none;" data-parameters="{"original":{"style":"kit-3lines-title_b-authors-other","lang":"de","authors":"Frank, Martin OR Kusch, Jonas OR Camminady, Thomas OR Stammer, P* OR Schotth\u00f6fer, Steffen OR Xiao, Tianbai OR Hattebuhr, Maren OR Hofmann, Stephanie OR Jesser, Alexander OR Rajput, Maqsood OR Sch\u00f6nbrodt, Sarah OR Walter, Alexandra OR Wohak, Kirsten OR Wolters, Jannick OR Zhong, Mingliang OR Ortkamp, Tim OR Hofmann, Stephanie OR Kalkan, Hasan OR Caklovic, Gayatri","group_by":"desc year","list":"none","types":"DISSERTATION,ZEITSCHRIFTENAUFSATZ,ZEITSCHRIFTENBAND,HABILITATION,BUCH,BUCHAUFSATZ","full_text_links":"true","sharing_icons":"true","referencing":"all","external_publications":"all"},"parsed":{"cost":false,"style":"kit-3lines-title_b-authors-other","lang":"de","authors":["OR",["OR",["OR",["OR",["OR",["OR",["OR",["OR",["OR",["OR",["OR",["OR",["OR",["OR",["OR",["OR",["OR",["OR",["Frank, Martin"],["Kusch, Jonas"]],["Camminady, Thomas"]],["Stammer, P*"]],["Schotth\u00f6fer, Steffen"]],["Xiao, Tianbai"]],["Hattebuhr, Maren"]],["Hofmann, Stephanie"]],["Jesser, Alexander"]],["Rajput, Maqsood"]],["Sch\u00f6nbrodt, Sarah"]],["Walter, Alexandra"]],["Wohak, Kirsten"]],["Wolters, Jannick"]],["Zhong, Mingliang"]],["Ortkamp, Tim"]],["Hofmann, Stephanie"]],["Kalkan, Hasan"]],["Caklovic, Gayatri"]],"group_by":["desc",["year"]],"order":["desc",["year"]],"list":["none"],"types":["or",["or",["or",["or",["or",["DISSERTATION"],["ZEITSCHRIFTENAUFSATZ"]],["ZEITSCHRIFTENBAND"]],["HABILITATION"]],["BUCH"]],["BUCHAUFSATZ"]],"title_links":true,"full_text_links":true,"sharing_icons":true,"referencing":"all","external_publications":"all"},"tokens":{"authors":["Frank, Martin","OR","Kusch, Jonas","OR","Camminady, Thomas","OR","Stammer, P*","OR","Schotth\u00f6fer, Steffen","OR","Xiao, Tianbai","OR","Hattebuhr, Maren","OR","Hofmann, Stephanie","OR","Jesser, Alexander","OR","Rajput, Maqsood","OR","Sch\u00f6nbrodt, Sarah","OR","Walter, Alexandra","OR","Wohak, Kirsten","OR","Wolters, Jannick","OR","Zhong, Mingliang","OR","Ortkamp, Tim","OR","Hofmann, Stephanie","OR","Kalkan, Hasan","OR","Caklovic, Gayatri"]}}"></div></div> </div>  </div>   <div class="tab-panel" id="tabpanel-14114" aria-labelledby="tab-14114" role="tabpanel" tabindex="-1" hidden="hidden">  <div data-selectorid="14142" class="KIT_section text full" ><a id="block14142" name="block14142"></a><h1>KiT-RT</h1><div class="content" style="-ms-grid-columns: (1fr)[12];grid-template-columns: repeat(12, 1fr)"><div class="third">  <figure class="bildbox shadow"> <div class="container"> <picture> <a class="kit_fancybox" data-fancybox="gallery" data-caption="KiT-RT" href="/img/CSMM/kitrt_new.png"><img src="/img/CSMM/kitrt_new.png" width="1200" height="1200" loading="lazy"></a> </picture> </div> <figcaption> KiT-RT </figcaption> </figure>  </div><div class="text two-third"><p>Das KiT-RT (<strong>Kinetic Transport Solver for Radiation Therapy</strong>) Framework ist eine leistungsfähige Open-Source-Plattform für den Strahlentransport, deren Hauptaugenmerk auf der Strahlentherapieplanung in der Krebsbehandlung liegt. Um eine problemspezifische Methodenauswahl zu ermöglichen, bietet das Framework verschiedene deterministische Solver-Typen. Dies erleichtert nicht nur die Behandlungsplanung, sondern bietet auch Werkzeuge zur Untersuchung verschiedener Forschungsfragen im Bereich des Strahlungstransports. Dieses Ziel wird durch eine leicht erweiterbare Codestruktur unterstützt, die eine unkomplizierte Implementierung zusätzlicher Methoden und Techniken ermöglicht.<br /> <br /> <strong>Assoziiert: </strong>Jonas Kusch, Steffen Schotthöfer, Pia Stammer, Jannick Wolters, Tianbai Xiao</p></div></div></div>  <div data-selectorid="14585" class="KIT_section text full" ><a id="block14585" name="block14585"></a><h1>UQCreator </h1><div class="content" style="-ms-grid-columns: (1fr)[12];grid-template-columns: repeat(12, 1fr)"><div class="third">  <figure class="bildbox shadow"> <div class="container"> <picture> <a class="kit_fancybox" data-fancybox="gallery" data-caption="UQCreator" href="/img/CSMM/UQCreator_neu.png"><img src="/img/CSMM/UQCreator_neu.png" width="840" height="840" loading="lazy"></a> </picture> </div> <figcaption> UQCreator </figcaption> </figure>  </div><div class="text two-third"><p>Das Uncertainty Quantification-Framework UQCreator bietet verschiedene Werkzeuge zur Unsicherheitsfortpflanzung für hyperbolische Erhaltungssätze. <br /> Seine Hauptidee ist es, kinetische numerische Flüsse und Quellterme zu verwenden, die ein gegebenes deterministisches Problem an verschiedenen Abtastpunkten auswerten. <br /> Diese Hybridisierung von intrusiven und nicht-intrusiven Methoden (die wir als semi-intrusiv bezeichnen) reduziert signifikant die numerischen Kosten, ermöglicht eine effiziente Parallelisierung mit OpenMP und MPI und erlaubt eine einfache Erweiterung des Frameworks auf verschiedene Probleme. Zu den derzeit im Framework implementierten Problemen gehören Teilchentransport, Strahlungshydrodynamik, Flachwassergleichungen und Gasdynamik. Verschiedene intrusive Beschleunigungstechniken wie Adaptivität, Multi-Elemente oder Filter können verwendet werden. Darüber hinaus verfügt das Framework über verschiedene Strategien zur Erhaltung der Hyperbolizität, wie z. B. das intrusive polynomiale Moment oder die hyperbolizitätserhaltende stochastische-Galerkin-Methode.</p> <p><strong>Assoziiert: </strong>Jonas Kusch, Jannick Wolters</p></div></div></div>  <div data-selectorid="14596" class="KIT_section text full" ><a id="block14596" name="block14596"></a><h1>Kinetic.jl</h1><div class="content" style="-ms-grid-columns: (1fr)[12];grid-template-columns: repeat(12, 1fr)"><div class="third">  <figure class="bildbox shadow"> <div class="container"> <picture> <a class="kit_fancybox" data-fancybox="gallery" data-caption="Kinetic Julia Package" href="/img/CSMM/logo.png"><img src="/img/CSMM/logo.png" alt="Kinetic_logo" width="439" height="532" loading="lazy"></a> </picture> </div> <figcaption> Kinetic Julia Package </figcaption> </figure>  </div><div class="text two-third"><p>Julia, ist eine dynamische Sprache, die Flexibilität und Effizienz ausbalanciert. Dieses <a href="https://github.com/vavrines/Kinetic.jl">Projekt</a> widmet sich der Bereitstellung einer portablen Toobox für das Studium der kinetischen Theorie und des wissenschaftlichen maschinellen Lernens. Es betrifft theoretische und numerische Studien der kinetischen Theorie von Gasen, Photonen, Plasmen, Neutronen usw. Die Finite-Volumen-Methode wird verwendet, um 1-3-dimensionale numerische Simulationen auf CPUs und GPUs durchzuführen, die z. B. die Boltzmann-Gleichung und die verwandten neuronalen kinetischen Gleichungen lösen.</p> <p><strong>Assoziiert:</strong> Tianbai Xiao</p> <p> </p></div></div></div> </div>   <div class="tab-panel" id="tabpanel-14112" aria-labelledby="tab-14112" role="tabpanel" tabindex="-1" hidden="hidden">  <div data-selectorid="14163" class="KIT_section text full" ><a id="block14163" name="block14163"></a><h1>Katharina Bata (Gruppenleitung)</h1><div class="content" style="-ms-grid-columns: (1fr)[12];grid-template-columns: repeat(12, 1fr)"><div class="third">  <figure class="bildbox shadow"> <div class="container"> <picture> <a class="kit_fancybox" data-fancybox="gallery" data-caption="Katharina Bata" href="/img/CSMM/kt9716_rdax_1200x1278s.jpg"><img src="/img/CSMM/kt9716_rdax_1200x1278s.jpg" width="1200" height="1278" loading="lazy"></a> </picture> </div> <figcaption> Katharina Bata </figcaption> </figure>  </div><div class="text two-third"><p><strong>Kontakt:</strong> <a href="mailto:katharina.bata@kit.edu">katharina.bata∂kit.edu</a></p> <p><strong>Forschungsinteressen: </strong>Didaktik des Maschinellen Lernens, einfache Zugänge zu komplexer Mathematik, Mathematische Modellierung, Hochschuldidaktik<span 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<p><strong>Projekte: </strong><span 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AC4BAAbfAAAAAAEBAQYSAAAAJATQAgAAJQQAAAAAJgQAAAAABQEBBgEABwEACAEACQYbAAAAJwQUAQAACwEBHAEAKAQAAAAAHQEAKQTIAAAADgYIAAAAAAEBAQP///8ZAQEbBn0AAAAAFAAAAAADAAAABQQAAAAABgQEAAAAAwEAARQAAAAAAwAAAAUEAAAAAAYEBAAAAAMBAAIUAAAAAAMAAAAFBAAAAAAGBAQAAAADAQADFAAAAAADAAAABQQAAAAABgQEAAAAAwEACxQAAAAAAwAAAAUEAAAAAAYEBAAAAAMBACwBAA==">Gruppenleitung, <a href="https://www.scc.kit.edu/en/research/CAMMP.php">CAMMP</a>, <a href="https://www.scc.kit.edu/forschung/11727.php">Simulierte Welten</a></span></p> <p><span class="docData;DOCY;v5;6286;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"></span></p> <p>Als Teamleiterin unterstütze ich die Promovierenden und Hilfskräfte des CAMMP-Teams bei der Organisation und Durchführung der CAMMP-Aktivitäten und der damit verbundenen didaktischen Forschung. Auf diese Position habe ich mich durch meine mathematikdidaktische Promotion zum Lehren und Lernen von maschinellen Lernverfahren für Studierende der Ingenieurwissenschaften vorbereitet. Weiterhin begeistert mich die didaktische Forschung zur Zugänglichkeit komplexer mathematischer Inhalte und die Wirkungsweise verschiedener Lehr-Lernformate.</p></div></div></div>  <div data-selectorid="15569" class="KIT_section text full" ><a id="block15569" name="block15569"></a><h1>Leonid Chaichenets (Gruppenleitung)</h1><div class="content" style="-ms-grid-columns: (1fr)[12];grid-template-columns: repeat(12, 1fr)"><div class="third">  <figure class="bildbox shadow"> <div class="container"> <picture> <a class="kit_fancybox" data-fancybox="gallery" data-caption="Leonid Chaichenets" href="/img/CSMM/LeonidChaichenets_square_rdax_1200x1200.png"><img src="/img/CSMM/LeonidChaichenets_square_rdax_1200x1200.png" alt="Bild von Leonid Chaichenets" width="1200" height="1200" loading="lazy"></a> </picture> </div> <figcaption> Leonid Chaichenets </figcaption> </figure>  </div><div class="text two-third"><p><strong>Kontakt:</strong> <a href="mailto:leonid.chaichenets@kit.edu">leonid.chaichenets∂kit.edu</a></p> <p><strong>Forschungsinteressen: </strong><span 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Analysis</span></p> <p><strong>Projekte:</strong> Gruppenleitung</p> <p> </p> <p> </p></div></div></div>  <div data-selectorid="16870" class="KIT_section text full" ><a id="block16870" name="block16870"></a><h1>Jakim Eckert</h1><div class="content" style="-ms-grid-columns: (1fr)[12];grid-template-columns: repeat(12, 1fr)"><div class="third">  <figure class="bildbox shadow"> <div class="container"> <picture> <a class="kit_fancybox" data-fancybox="gallery" data-caption="Jakim Eckert" href="/img/CSMM/JakimEckert_quadratisch_rdax_1200x1200.png"><img src="/img/CSMM/JakimEckert_quadratisch_rdax_1200x1200.png" alt="Jakim Eckert" width="1200" height="1200" loading="lazy"></a> </picture> </div> <figcaption> Jakim Eckert </figcaption> </figure>  </div><div class="text two-third"><p><strong>Kontakt:</strong> <a href="mailto:s.hofmann@kit.edu" style="text-decoration: underline;">jakim.eckert∂kit.edu</a></p> <p><strong>Forschungsinteressen:</strong> Fachdidaktik, Data Cleaning, Machine Learning, Mathematische Modellierung</p> <p><strong>Projekte:</strong> <a href="https://www.cammp.online/" style="text-decoration: underline;" target="_blank">CAMMP</a>, <a href="https://simulierte-welten.de/" style="text-decoration: underline;" target="_blank">Simulierte Welten</a></p> <p><strong>Mögliche Abschlussarbeiten: </strong><a href="https://www.scc.kit.edu/forschung/fuer_studierende.php" style="text-decoration: underline;">CAMMP Angebote</a></p> <p>Realitätsnahe und authentische Problemstellungen schülernah aufzubereiten und somit zu einem mündigen Umgang mit modernen Technologien beizutragen, ist für mich zentral. Im Projekt CAMMP entwickle und erprobe ich Lehr- und Lernmaterialien im Kontext der mathematischen Modellierung. Mein Forschungsinteresse liegt besonders auf dem Data Cleaning und wie man dessen mathematischen Aspekte durch Modellierungsangebote und Workshops gestalten kann. Dazu werden Lehr- und Lernarrangements entwickelt, um Schüler*innen einerseits die mathematische Modellierung selbst und andererseits die Mathematik im Bereich des Data Cleanings zu vermitteln.</p></div></div></div>  <div data-selectorid="14569" class="KIT_section text full" ><a id="block14569" name="block14569"></a><h1>Stephanie Hofmann</h1><div class="content" style="-ms-grid-columns: (1fr)[12];grid-template-columns: repeat(12, 1fr)"><div class="third">  <figure class="bildbox shadow"> <div class="container"> <picture> <a class="kit_fancybox" data-fancybox="gallery" data-caption="Stephanie Hofmann" href="/img/CSMM/Bild_Stephanie_Hofmann_rdax_1200x1200.png"><img src="/img/CSMM/Bild_Stephanie_Hofmann_rdax_1200x1200.png" width="1200" height="1200" loading="lazy"></a> </picture> </div> <figcaption> Stephanie Hofmann </figcaption> </figure>  </div><div class="text two-third"><p><span style="left:118px; top:211.199px; transform:scaleX(1.01624)"><strong>Kontakt:</strong> <a href="mailto:s.hofmann@kit.edu">s.hofmann∂kit.edu</a></span></p> <p><span style="left:118px; top:211.199px; transform:scaleX(1.01624)"><strong>Forschungsinteressen:</strong> Text Mining, statistische Tests, Markov Ketten, Mathematische Modellierung</span></p> <p><span style="left:118px; top:211.199px; transform:scaleX(1.01624)"> </span><span style="left:118px; top:255.999px; transform:scaleX(1.0123)"><strong>Projekte:</strong> <a href="https://www.cammp.online">CAMMP</a>, <a href="https://simulierte-welten.de/">Simulierte Welten</a></span></p> <p style="margin-bottom:11px"><span style="line-height:107%"><strong><span lang="DE"></span></strong></span><strong>Mögliche Abschlussarbeiten</strong><span style="line-height:107%"><strong><span lang="DE"></span></strong></span><strong>:</strong><span style="line-height:107%"><strong><span lang="DE"> </span></strong><a href="https://www.scc.kit.edu/forschung/fuer_studierende.php">CAMMP Angebote</a></span></p> <p><span style="left:118px; top:255.999px; transform:scaleX(1.0123)"></span><span style="left:118px; top:300.599px; transform:scaleX(1.01989)"></span><span style="line-height:107%"><span style="border-color:windowtext"><span style="line-height:107%">Mathematik anwenden und begreifbar machen, das ist es was ich als wünschenswertes Ziel für den </span></span><span style="hyphens:auto"><span style="text-decoration-thickness:initial"><span style="transform:scaleX(1.00801)">Mathematikunterricht sehe. Daher habe ich mich nach meinem Staatsexamen Lehramt am KIT in den </span></span></span><span style="hyphens:auto"><span style="text-decoration-thickness:initial"><span style="transform:scaleX(0.996926)">Fächern Mathematik und Physik für eine Promotion im Projekt CAMMP entschieden. Im </span></span></span><span style="hyphens:auto"><span style="text-decoration-thickness:initial"><span style="transform:scaleX(1.01036)">Zusammenhang mit diesem Projekt erstelle ich Workshops für Schülerinnen und Schüler in denen </span></span></span><span style="hyphens:auto"><span style="text-decoration-thickness:initial"><span style="transform:scaleX(1.02989)">mathematische Probleme authentisch und realitätsnah behandelt werden. Konkret soll Lehr- und Lernmaterial zum Thema Natürliche Sprachverarbeitung entstehen. Dazu wurde bereits ein Workshop zur Wortvorhersage am Smartphone entwickelt, wobei das mathematische Problem mit Markov Ketten modelliert wird. Weiterhin soll Lernmaterial zur Spracherkennung entstehen.</span></span></span></span><span style="left:118px; top:502.199px; transform:scaleX(1.0143)"></span></p></div></div></div>  <div data-selectorid="14572" class="KIT_section text full" ><a id="block14572" name="block14572"></a><h1>Alexander Jesser</h1><div class="content" style="-ms-grid-columns: (1fr)[12];grid-template-columns: repeat(12, 1fr)"><div class="third">  <figure class="bildbox shadow"> <div class="container"> <picture> <a class="kit_fancybox" data-fancybox="gallery" data-caption="Alexander Jesser" href="/img/CSMM/team_alexander_2019-8a181459.jpg"><img src="/img/CSMM/team_alexander_2019-8a181459.jpg" width="600" height="600" loading="lazy"></a> </picture> </div> <figcaption> Alexander Jesser </figcaption> </figure>  </div><div class="text two-third"><p><strong>Kontakt: </strong><a href="mailto:alexander.jesser@kit.edu">alexander.jesser∂kit.edu</a></p> <p><strong>Forschungsinteressen:</strong> Mathematische Modellierung, Transportgleichungen, Inverse Probleme, High Performance Computing, <span 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Netzwerke</span></p> <p><strong>Projekte:</strong> ZEBRA, QUANTOM</p> <p>Im Rahmen meiner Industriepromotion arbeite ich an gemeinsamen Forschungs- und Entwicklungsprojekten des KIT und der Firma AiNT. Der Schwerpunkt meiner Arbeit sind Projekte im Kontext der Neutronenaktivierungsanalyse, einer Messtechnik, die eine zerstörungsfreie Materialanalyse ermöglicht. Zu den Anwendungen gehören die Umweltanalytik und die Charakterisierung von radioaktivem Abfall. Meine Aufgabe ist die Entwicklung von Algorithmen zur Lösung anwendungsspezifischer mathematischer Probleme und die Implementierung dafür geeigneter Hochleistungssoftware. Zu den von mir verwendeten Methoden gehören mathematische Modellierung, Transportgleichungen und inverse Probleme.</p></div></div></div>  <div data-selectorid="15543" class="KIT_section text full" ><a id="block15543" name="block15543"></a><h1>Stephan Kindler</h1><div class="content" style="-ms-grid-columns: (1fr)[12];grid-template-columns: repeat(12, 1fr)"><div class="third">  <figure class="bildbox shadow"> <div class="container"> <picture> <a class="kit_fancybox" data-fancybox="gallery" data-caption="Stephan Kindler" href="/img/CSMM/StephanKindler_quad_rdax_1200x1310s.jpg"><img src="/img/CSMM/StephanKindler_quad_rdax_1200x1310s.jpg" width="1200" height="1310" loading="lazy"></a> </picture> </div> <figcaption> Stephan Kindler </figcaption> </figure>  </div><div class="text two-third"><p><span lang="DE"><strong>Kontakt:</strong> <a href="mailto:stephan.kindler@kit.edu" style="text-decoration-line: underline; text-decoration-thickness: initial; text-decoration-color: initial;">stephan.kindler∂kit.edu</a></span><span lang="DE"></span></p> <p><span lang="DE"><strong>Forschungsinteresse:</strong> Mathematische Modellierung, Machine Learning, Neuronale Netze, Fachdidaktik, Schülerlabore  </span><span lang="DE"></span></p> <p><span lang="DE"><strong>Projekte: </strong> <a href="https://www.cammp.online/">CAMMP</a>, <a href="https://simulierte-welten.de/">Simulierte Welten</a></span></p> <p style="margin-bottom:11px"><span style="line-height:107%"><strong><span lang="DE">Mögliche Abschlussarbeiten: </span></strong><a href="https://www.scc.kit.edu/forschung/fuer_studierende.php">CAMMP Angebote</a></span></p> <p><span lang="DE">Mein Fokus liegt auf der Stoffdidaktik Mathematik und der Entwicklung von Lehr- und Lernmaterialien um Anwendungsbereiche der Mathematik für Schüler*innen bewusst und greifbar zu machen. Konkret beschäftige ich mich mit dem maschinellen Lernen mithilfe neuronaler Netze und Anknüpfungspunkten zur Mathematikdidaktik in Schulen. Das Ziel ist die Entwicklung von Workshops für verschiedene Schulstufen mit unterschiedlichen Schwerpunkten, um die jeweiligen mathematischen Grundkonzepte und Fragestellungen der Lernenden aufzugreifen. </span></p> <p><span lang="DE">Gleichzeitig arbeite ich als Mathematik- und Chemie-Lehrer an dem Goethe-Gymnasium in Karlsruhe. </span></p></div></div></div>  <div data-selectorid="14562" class="KIT_section text full" ><a id="block14562" name="block14562"></a><h1>Emil Løvbak</h1><div class="content" style="-ms-grid-columns: (1fr)[12];grid-template-columns: repeat(12, 1fr)"><div class="third">  <figure class="bildbox shadow"> <div class="container"> <picture> <a class="kit_fancybox" data-fancybox="gallery" data-caption="Emil L&oslash;vbak" href="/img/CSMM/EmilLoevbak_sqaure_rdax_1200x1200.png"><img src="/img/CSMM/EmilLoevbak_sqaure_rdax_1200x1200.png" alt="Emil Løvbak" width="1200" height="1200" loading="lazy"></a> </picture> </div> <figcaption> Emil Løvbak </figcaption> </figure>  </div><div class="text two-third"><p><strong>Kontakt: </strong><span lang="DE"><a href="mailto:emil.loevbak@kit.edu" style="text-decoration: underline;">emil.loevbak∂kit.edu</a></span></p> <p><strong>Forschungsinteressen: </strong>Unsicherheitsquantifizierung, multi-level Monte-Carlo-Methoden, hybride Methoden, kinetische Gleichungen, adjungierte Methoden, Fusionsenergie</p> <p><strong>Projekte: </strong></p> <p>In meiner Position als Postdoktorand beschäftige mich derzeit primär mit der Quantifizierung von Unsicherheiten bei kinetischen Gleichungen. Ich interessiere mich für die Verbesserung der Effizienz stochastischer Simulationsmethoden sowie für deren Einsatz im Rahmen von Optimierungs- und inversen Problemen. Der Hauptanwendungsbereich meiner Arbeit ist die Simulation von Neutronen in der Fusion. Zuvor habe ich an der Entwicklung von asymptotik-erhaltenden Multilevel-Monte-Carlo Methoden und der Einführung von reversiblen Pseudozufallszahlengeneratoren für die adjungierte Monte-Carlo Simulation gearbeitet und zu verschiedenen Software-Produkten in den oben genannten Bereichen beigetragen. Weitere Informationen finden Sie <a href="https://emilloevbak.webnode.co.uk">hier</a>.</p></div></div></div>  <div data-selectorid="15532" class="KIT_section text full" ><a id="block15532" name="block15532"></a><h1>Tim Ortkamp</h1><div class="content" style="-ms-grid-columns: (1fr)[12];grid-template-columns: repeat(12, 1fr)"><div class="third">  <figure class="bildbox shadow"> <div class="container"> <picture> <a class="kit_fancybox" data-fancybox="gallery" data-caption="Tim Ortkamp" href="/img/CSMM/Ortkamp_Tim_quadrat_rdax_1200x1199s.jpg"><img src="/img/CSMM/Ortkamp_Tim_quadrat_rdax_1200x1199s.jpg" alt="Bild von Tim Ortkamp" width="1200" height="1199" loading="lazy"></a> </picture> </div> <figcaption> Tim Ortkamp </figcaption> </figure>  </div><div class="text two-third"><p><strong>Kontakt:</strong> <a href="mailto:tim.ortkamp@kit.edu">tim.ortkamp∂kit.edu</a></p> <p><strong>Forschungsinteressen:</strong> Mathematische Modellierung & Optimierung, Maschinelles Lernen, Radiotherapieplanung</p> <p><strong>Projekte:</strong> Inverse Radiotherapy Treatment Planning using Machine Learning Outcome Prediction Models, HIDSS4Health</p> <p style="margin-bottom:13px"><strong>Mögliche Abschlussarbeiten: </strong><em><span style="line-height:107%"></span></em><span 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(N)TCP profile optimization on sparse imbalanced data for radiotherapy treatment planning </em></span>(Master thesis)<span style="line-height:107%"></span></p> <p>Meine Forschungstätigkeit als Doktorand findet im Rahmen der Helmholtz Information & Data Science School for Health (HIDSS4Health) statt, über die ich den Arbeitsgruppen Computational Sciences and Mathematical Methods am KIT und Radiotherapy Optimization am DKFZ angehörig bin. Ich befasse mich schwerpunktmäßig mit der mathematischen Optimierung der Radiotherapieplanung, insbesondere durch die Integration von ML-basierten Modellen für TCP (Tumorkontrollwahrscheinlichkeit) und NTCP (Normalgewebskomplikationswahrscheinlichkeit) als biologische Endpunkte, wodurch eine stärker individualisierte Behandlung ermöglicht werden soll. Ein wesentlicher Bestandteil ist dabei die Entwicklung von gradientenbasierten, effizienten Optimierungsansätzen hinsichtlich radiomischer und dosimetrischer Größen sowie die rechnergestützte Umsetzung <span 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den Open-Source-Frameworks pyanno4rt und matRad</span>.</p></div></div></div>  <div data-selectorid="16725" class="KIT_section text full" ><a id="block16725" name="block16725"></a><h1>Chinmay Patwardhan</h1><div class="content" style="-ms-grid-columns: (1fr)[12];grid-template-columns: repeat(12, 1fr)"><div class="third">  <figure class="bildbox shadow"> <div class="container"> <picture> <a class="kit_fancybox" data-fancybox="gallery" data-caption="Chinmay Patwardhan" href="/img/CSMM/ChinmayPatwardhan_square_rdax_1200x1200.png"><img src="/img/CSMM/ChinmayPatwardhan_square_rdax_1200x1200.png" alt="Bild von Chinmay Patwardhan" width="1200" height="1200" loading="lazy"></a> </picture> </div> <figcaption> Chinmay Patwardhan </figcaption> </figure>  </div><div class="text two-third"><p data-placeholder="Übersetzung" dir="ltr" id="tw-target-text"><strong>Kontakt:</strong> <a href="mailto:chinmay.patwardhan@kit.edu">chinmay.patwardhan∂kit.edu</a></p> <p data-placeholder="Übersetzung" dir="ltr"><strong>Forschungsinteressen:</strong> Dynamical Low-Rank Approximation, <span 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BMgAAAAOBggAAAAAAQEBA////xkBARsGfQAAAAAUAAAAAAMAAAAFBAAAAAAGBAQAAAADAQABFAAAAAADAAAABQQAAAAABgQEAAAAAwEAAhQAAAAAAwAAAAUEAAAAAAYEBAAAAAMBAAMUAAAAAAMAAAAFBAAAAAAGBAQAAAADAQALFAAAAAADAAAABQQAAAAABgQEAAAAAwEALAEA">Modellordnungsreduktion</span>, kinetische Simulationen, Unsicherheitsquantifizierung, HPC</p> <p data-placeholder="Übersetzung" dir="ltr"><strong>Projekte:</strong> SFB-1173 B9, <a href="https://www.waves.kit.edu/B9.php"><span 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for simulation of radiation</span></a> </p> <p data-placeholder="Übersetzung" dir="ltr"><span 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">Ich bin Doktorand des Sonderforschungsbereich 1173 im Projekt B9 und Teil der Gruppe </span><em>Computational Mathematics and Modelling for Applied Sciences</em> (CoMMAS) innerhalb der Abteilung <em>Scientific Computing and Mathematics</em>. Meine Forschungsinteressen liegen in der Entwicklung und Anwendung von Techniken zur Reduktion der Modellordnung, um die Rechenkosten für die Simulation von kinetischen Gleichungen zu reduzieren. <span class="docData;DOCY;v5;4348;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">Außerdem arbeite ich an der Quantifizierung von Unsicherheiten, die in diesen Systemen auftreten,</span> sowie an der Entwicklung einer Codebasis für HPC-Simulationen. Ausführlichere Informationen über mein Projekt finden Sie <a href="https://www.waves.kit.edu/B9.php">hier</a>.</p></div></div></div>  <div data-selectorid="14577" class="KIT_section text full" ><a id="block14577" name="block14577"></a><h1>Yijia Tang</h1><div class="content" style="-ms-grid-columns: (1fr)[12];grid-template-columns: repeat(12, 1fr)"><div class="third">  <figure class="bildbox shadow"> <div class="container"> <picture> <a class="kit_fancybox" data-fancybox="gallery" data-caption="Yijia Tang" href="/img/CSMM/YijiaTang_square_rdax_1200x1200.png"><img src="/img/CSMM/YijiaTang_square_rdax_1200x1200.png" alt="Bild von Yijia Tang" width="1200" height="1200" loading="lazy"></a> </picture> </div> <figcaption> Yijia Tang </figcaption> </figure>  </div><div class="text two-third"><p><strong>Kontakt:</strong> <a aria-haspopup="menu" class="c-link" href="mailto:yijia.tang@kit.edu" rel="noopener noreferrer" style="box-sizing: inherit; text-decoration: none; font-style: normal; font-variant-ligatures: common-ligatures; font-variant-caps: normal; font-weight: 400; letter-spacing: normal; text-align: start; text-indent: 0px; text-transform: none; word-spacing: 0px; -webkit-text-stroke-width: 0px; white-space: normal;" target="_blank">yijia.tang∂kit.edu</a></p> <p><strong>Forschungsinteressen: </strong>Mathematische Modellierung, maschinelles Lernen, kinetische Theorie</p> <p><strong>Projekte: </strong>Structure-preserving deep neural networks to accelerate the solution of the Boltzmann equation</p> <p>Ich bin seit Oktober 2023 Postdoktorandin im CoMMAS-Team. Meine Forschung konzentriert sich auf die Verwendung von Deep-Learning Methoden für kinetische Gleichungen. Insbesondere interessiere ich mich für die Boltzmann-Gleichung. Mein Ziel ist es, ein Modell für den Boltzmann-Kollisionsoperator zu entwickeln, das die grundlegende Eigenschaft der Entropiedissipation bewahrt.  Gleichzeitig profitiert es von der Effizienz neuronaler Netze.</p> <p> </p></div></div></div>  <div data-selectorid="14193" class="KIT_section text full" ><a id="block14193" name="block14193"></a><h1>Alexandra Walter</h1><div class="content" style="-ms-grid-columns: (1fr)[12];grid-template-columns: repeat(12, 1fr)"><div class="third">  <figure class="bildbox shadow"> <div class="container"> <picture> <a class="kit_fancybox" data-fancybox="gallery" data-caption="Alexandra Walter" href="/img/CSMM/Lichtbild_AWalter_squared_rdax_1200x1200s.JPG"><img src="/img/CSMM/Lichtbild_AWalter_squared_rdax_1200x1200s.JPG" alt="CSMM_Portrait_AWalter" width="1200" height="1200" loading="lazy"></a> </picture> </div> <figcaption> Alexandra Walter </figcaption> </figure>  </div><div class="text two-third"><p><strong>Kontakt:</strong> <a href="mailto:alexandra.walter@kit.edu">alexandra.walter∂kit.edu</a></p> <p><strong>Forschungsinteressen:</strong> Machinelles Lernen, Bildsegmentierung, Dynamical Low-Rank Approximation, <span 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BMgAAAAOBggAAAAAAQEBA////xkBARsGfQAAAAAUAAAAAAMAAAAFBAAAAAAGBAQAAAADAQABFAAAAAADAAAABQQAAAAABgQEAAAAAwEAAhQAAAAAAwAAAAUEAAAAAAYEBAAAAAMBAAMUAAAAAAMAAAAFBAAAAAAGBAQAAAADAQALFAAAAAADAAAABQQAAAAABgQEAAAAAwEALAEA">Modellordnungsreduktion</span></p> <p><strong>Projekte: </strong>Automatisches Segmentieren von klinischen Zielvolumen (<a href="https://www.hidss4health.de/">HIDSS4Health</a>)</p> <p style="margin-bottom:11px"><span style="line-height:107%"><span style="line-height:107%"></span></span>Als Doktorandin der interdisziplinären Graduiertenschule HIDSS4Health forsche ich seit 2020 in der Schnittstelle zwischen Data Science und Health. Mein Fokus liegt auf der Verbesserung von automatischen Segmentierungsalgorithmen, die in der Tumortherapie zur Berechnung jedes individuellen Bestrahlungsplans benötigt werden. Seit 2023 bin ich auch im Bereich der Modellordnungsreduktion wissenschaftlich tätig. Für diese Projekte bin ich sowohl mit der Arbeitsgruppe CSMM des KIT als auch mit der Arbeitsgruppe Computational Patient Models des Deutschen Krebsforschungszentrums assoziiert. Meinen Master in Informatik habe ich an der Universität Tübingen absolviert.</p> <p style="margin-bottom:11px"><span style="line-height:107%"><span style="line-height:107%"></span></span></p> <p style="margin-bottom:11px"><span style="line-height:107%"></span></p> <p><span style="line-height:107%"></span></p></div></div></div>  <div data-selectorid="14574" class="KIT_section text full" ><a id="block14574" name="block14574"></a><h1>Mingliang Zhong</h1><div class="content" style="-ms-grid-columns: (1fr)[12];grid-template-columns: repeat(12, 1fr)"><div class="third">  <figure class="bildbox shadow"> <div class="container"> <picture> <a class="kit_fancybox" data-fancybox="gallery" data-caption="Mingliang Zhong" href="/img/CSMM/MingliangZhong_square_rdax_1200x1200.png"><img src="/img/CSMM/MingliangZhong_square_rdax_1200x1200.png" alt="Porträt von Mingliang Zhong" width="1200" height="1200" loading="lazy"></a> </picture> </div> <figcaption> Mingliang Zhong </figcaption> </figure>  </div><div class="text two-third"><p><strong>Kontakt:</strong> <a aria-expanded="false" aria-haspopup="menu" class="c-link" data-remove-tab-index="true" data-sk="tooltip_parent" data-stringify-link="mailto:mingliang.zhong@kit.edu" delay="150" href="mailto:mingliang.zhong@kit.edu" rel="noopener noreferrer" style="box-sizing: inherit; text-decoration: none; font-style: normal; font-variant-ligatures: common-ligatures; font-variant-caps: normal; font-weight: 400; letter-spacing: normal; text-align: left; text-indent: 0px; text-transform: none; white-space: normal; word-spacing: 0px; -webkit-text-stroke-width: 0px;" tabindex="-1" target="_blank">mingliang.zhong∂kit.edu</a></p> <p><strong>Forschungsinteressen:</strong> <span style="-webkit-text-stroke-width:0px; display:inline !important; float:none; font-style:normal; font-variant-caps:normal; font-variant-ligatures:common-ligatures; font-weight:400; letter-spacing:normal; text-align:left; text-decoration-color:initial; text-decoration-style:initial; text-decoration-thickness:initial; text-indent:0px; text-transform:none; white-space:normal; word-spacing:0px">Lattice Boltzmann Methoden, Uncertainty Quantification</span></p> <p><strong>Projekte:</strong><span style="-webkit-text-stroke-width:0px; display:inline !important; float:none; font-style:normal; font-variant-caps:normal; font-variant-ligatures:common-ligatures; font-weight:400; letter-spacing:normal; text-align:left; text-decoration-color:initial; text-decoration-style:initial; text-decoration-thickness:initial; text-indent:0px; text-transform:none; white-space:normal; word-spacing:0px"> OpenLB, Lattice Boltzmann <span style="-webkit-text-stroke-width:0px; display:inline !important; float:none; font-style:normal; font-variant-caps:normal; font-variant-ligatures:common-ligatures; font-weight:400; letter-spacing:normal; text-align:left; text-decoration-color:initial; text-decoration-style:initial; text-decoration-thickness:initial; text-indent:0px; text-transform:none; white-space:normal; word-spacing:0px">Methoden zur </span>Quantifizierung von Unsicherheiten bei Strömungsproblemen</span></p> <p><span style="-webkit-text-stroke-width:0px; display:inline !important; float:none; font-style:normal; font-variant-caps:normal; font-variant-ligatures:common-ligatures; font-weight:400; letter-spacing:normal; text-align:left; text-decoration-color:initial; text-decoration-style:initial; text-decoration-thickness:initial; text-indent:0px; text-transform:none; white-space:normal; word-spacing:0px">Die Lattice-Boltzmann-Methode ist in theoretischen Studien und bei technischen Problemen als Berechnungsmethode für Flüssigkeiten mit erheblichen Vorteilen weit verbreitet. Die physikalischen Modelle des praktischen Problems in der realen Welt enthalten jedoch viele Unsicherheiten. Die Anwendung von Methoden zur Quantifizierung von Unsicherheiten auf der Grundlage der LBM als deterministisches Modell ist ein wichtiger Aspekt meiner Doktorarbeit.</span></p></div></div></div>  <div data-selectorid="15556" class="KIT_section text full" ><a id="block15556" name="block15556"></a><h1>Ehemalige Mitglieder</h1><div class="text "><table border="1" cellpadding="1" cellspacing="1" style="height:810px; width:1076.6px"> <thead> <tr> <th scope="col"><strong>Name </strong>  </th> <th scope="col"><strong>Aktueller Kontakt</strong></th> <th scope="col" style="width: 200px;"><strong>Abschlussjahr</strong></th> <th scope="col" style="width: 299px;">Webseite</th> </tr> </thead> <tbody> <tr> <td><strong>Pia Stammer</strong></td> <td><a href="mailto:p.k.stammer@tudelft.nl">p.k.stammer∂tudelft.nl</a></td> <td style="width:200px">2023</td> <td style="width:299px"> </td> </tr> <tr> <td><strong>Gayatri Čaklović</strong></td> <td> </td> <td style="width:200px">2023</td> <td style="width:299px"> </td> </tr> <tr> <td><strong>Steffen Schotthöfer</strong></td> <td><a aria-haspopup="menu" class="c-link" data-sk="tooltip_parent" data-stringify-link="mailto:schotthofers@ornl.gov" delay="150" href="mailto:schotthofers@ornl.gov" rel="noopener noreferrer" style="box-sizing: inherit; text-decoration: none; font-style: normal; font-variant-ligatures: common-ligatures; font-variant-caps: normal; font-weight: 400; letter-spacing: normal; text-align: left; text-indent: 0px; text-transform: none; word-spacing: 0px; -webkit-text-stroke-width: 0px; white-space: normal;" target="_blank">schotthofers∂ornl.gov</a></td> <td style="width:200px">2023</td> <td style="width:299px"><a href="https://scsteffen.github.io/">https://scsteffen.github.io/</a></td> </tr> <tr> <td><strong>Maqsood Mubarak Rajput</strong></td> <td> </td> <td style="width:200px"> </td> <td style="width:299px"> </td> </tr> <tr> <td><strong>Sarah Schönbrodt</strong></td> <td><a href="mailto:sarah.schönbrodt@plus.ac.at">sarah.schönbrodt∂plus.ac.at</a></td> <td style="width:200px">2022</td> <td style="width:299px"><a href="https://schoenbrodt.info/en/">https://schoenbrodt.info/en/</a></td> </tr> <tr> <td><strong>Maren Hatteuhr </strong></td> <td> </td> <td style="width:200px">2022</td> <td style="width:299px"> </td> </tr> <tr> <td><strong>Jannick Wolters</strong></td> <td><a href="mailto:mail@jannick-wolters.de">mail∂jannick-wolters.de</a><strong> </strong></td> <td style="width:200px"> </td> <td style="width:299px"> </td> </tr> <tr> <td><strong>Kirsten Wohak</strong></td> <td> </td> <td style="width:200px">2021</td> <td style="width:299px"> </td> </tr> <tr> <td><strong>Jonas Kusch</strong></td> <td><a href="mailto:jonas.kusch@nmbu.no">jonas.kusch∂nmbu.no</a></td> <td style="width:200px">2020</td> <td style="width:299px"> </td> </tr> <tr> <td><strong>Thomas Camminady </strong></td> <td> </td> <td style="width:200px">2020</td> <td style="width:299px"> </td> </tr> <tr> <td> </td> <td> </td> </tr> </tbody> </table> <p> </p> <p> </p></div></div> </div>   <div class="tab-panel" id="tabpanel-14120" aria-labelledby="tab-14120" role="tabpanel" tabindex="-1" hidden="hidden">  <div class="KIT_section table-container full" id="div_17256" data-selectorid="17256"> <a id="block17256" name="block17256"></a> <a name="block17256"></a> <table id="table_17256" class="collapseTable"> <caption align="top"> Winter Semester 2023/2024</caption> <thead> <tr> <th scope="col" style="width:25%" class="sort"><a class="sort" href="/forschung/13971.php?sort_table=17256&sort_field=titel&sort_order=SORT_ASC&tab=[14120]#block17256">Titel <i class="fas fa-sort"></i></a></th> <th scope="col" style="width:25%" class="sort"><a class="sort" href="/forschung/13971.php?sort_table=17256&sort_field=typ&sort_order=SORT_ASC&tab=[14120]#block17256">Typ <i class="fas fa-sort"></i></a></th> <th scope="col" style="width:25%" class="sort"><a class="sort" href="/forschung/13971.php?sort_table=17256&sort_field=semester&sort_order=SORT_ASC&tab=[14120]#block17256">Semester <i class="fas fa-sort"></i></a></th> <th scope="col" style="width:25%" class="sort"><a href="/forschung/13971.php?sort_table=17256&sort_field=ort&sort_order=SORT_ASC&tab=[14120]#block17256">Ort <i class="fas fa-sort"></i></a></th> </tr> </thead><tbody> <tr> <td class="link"><a href="/forschung/17260.php">Oberseminar (Computational Science and Mathematical Methods)</a></td> <td class="normal" onclick="location.href='/forschung/17260.php'">Seminar (S)</td> <td class="normal" onclick="location.href='/forschung/17260.php'">WS 23/24</td> <td class="normal" onclick="location.href='/forschung/17260.php'"></td> </tr> <tr class="grey"> <td class="link"><a href="/forschung/17259.php">Tutorial for 0155450 (Introduction to Kinetic Theory)</a></td> <td class="normal" onclick="location.href='/forschung/17259.php'">Übung (Ü)</td> <td class="normal" onclick="location.href='/forschung/17259.php'">WS 23/24</td> <td class="normal" onclick="location.href='/forschung/17259.php'"></td> </tr> <tr> <td class="link"><a href="/forschung/17257.php">Introduction to Kinetic Theory</a></td> <td class="normal" onclick="location.href='/forschung/17257.php'">Vorlesung (V)</td> <td class="normal" onclick="location.href='/forschung/17257.php'">WS 23/24</td> <td class="normal" onclick="location.href='/forschung/17257.php'"></td> </tr> </tbody></table> </div>  <div class="KIT_section table-container full" id="div_17253" data-selectorid="17253"> <a id="block17253" name="block17253"></a> <a name="block17253"></a> <table id="table_17253" class="collapseTable"> <caption align="top"> Sommer Semester 2023</caption> <thead> <tr> <th scope="col" style="width:25%" class="sort"><a class="sort" href="/forschung/13971.php?sort_table=17253&sort_field=titel&sort_order=SORT_ASC&tab=[14120]#block17253">Titel <i class="fas fa-sort"></i></a></th> <th scope="col" style="width:25%" class="sort"><a class="sort" href="/forschung/13971.php?sort_table=17253&sort_field=typ&sort_order=SORT_ASC&tab=[14120]#block17253">Typ <i class="fas fa-sort"></i></a></th> <th scope="col" style="width:25%" class="sort"><a class="sort" href="/forschung/13971.php?sort_table=17253&sort_field=semester&sort_order=SORT_ASC&tab=[14120]#block17253">Semester <i class="fas fa-sort"></i></a></th> <th scope="col" style="width:25%" class="sort"><a href="/forschung/13971.php?sort_table=17253&sort_field=ort&sort_order=SORT_ASC&tab=[14120]#block17253">Ort <i class="fas fa-sort"></i></a></th> </tr> </thead><tbody> <tr> <td class="link"><a href="/forschung/17255.php">Uncertainty Quantification</a></td> <td class="normal" onclick="location.href='/forschung/17255.php'">Vorlesung (V)</td> <td class="normal" onclick="location.href='/forschung/17255.php'">SS 2023</td> <td class="normal" onclick="location.href='/forschung/17255.php'"></td> </tr> <tr class="grey"> <td class="link"><a href="/forschung/17254.php">Tutorial for 0164400 (Uncertainty quantification)</a></td> <td class="normal" onclick="location.href='/forschung/17254.php'">Übung (Ü)</td> <td class="normal" onclick="location.href='/forschung/17254.php'">SS 2023</td> <td class="normal" onclick="location.href='/forschung/17254.php'"></td> </tr> </tbody></table> </div>  <div class="KIT_section table-container full" id="div_17247" data-selectorid="17247"> <a id="block17247" name="block17247"></a> <a name="block17247"></a> <table id="table_17247" class="collapseTable"> <caption align="top"> Winter Semester 2022/2023</caption> <thead> <tr> <th scope="col" style="width:25%" class="sort"><a class="sort" href="/forschung/13971.php?sort_table=17247&sort_field=titel&sort_order=SORT_ASC&tab=[14120]#block17247">Titel <i class="fas fa-sort"></i></a></th> <th scope="col" style="width:25%" class="sort"><a class="sort" href="/forschung/13971.php?sort_table=17247&sort_field=typ&sort_order=SORT_ASC&tab=[14120]#block17247">Typ <i class="fas fa-sort"></i></a></th> <th scope="col" style="width:25%" class="sort"><a class="sort" href="/forschung/13971.php?sort_table=17247&sort_field=semester&sort_order=SORT_ASC&tab=[14120]#block17247">Semester <i class="fas fa-sort"></i></a></th> <th scope="col" style="width:25%" class="sort"><a href="/forschung/13971.php?sort_table=17247&sort_field=ort&sort_order=SORT_ASC&tab=[14120]#block17247">Ort <i class="fas fa-sort"></i></a></th> </tr> </thead><tbody> <tr> <td class="link"><a href="/forschung/17250.php">Tutorial for 0155450 (Introduction to Kinetic Theory)</a></td> <td class="normal" onclick="location.href='/forschung/17250.php'">Übung (Ü)</td> <td class="normal" onclick="location.href='/forschung/17250.php'">WS 22/23</td> <td class="normal" onclick="location.href='/forschung/17250.php'"></td> </tr> <tr class="grey"> <td class="link"><a href="/forschung/17248.php">Introduction to Kinetic Theory</a></td> <td class="normal" onclick="location.href='/forschung/17248.php'">Vorlesung (V)</td> <td class="normal" onclick="location.href='/forschung/17248.php'">WS 22/23</td> <td class="normal" onclick="location.href='/forschung/17248.php'"></td> </tr> </tbody></table> </div>  <div class="KIT_section table-container full" id="div_15526" data-selectorid="15526"> <a id="block15526" name="block15526"></a> <a name="block15526"></a> <table id="table_15526" class="collapseTable"> <caption align="top"> Sommer Semester 2022</caption> <thead> <tr> <th scope="col" style="width:25%" class="sort"><a class="sort" href="/forschung/13971.php?sort_table=15526&sort_field=titel&sort_order=SORT_ASC&tab=[14120]#block15526">Titel <i class="fas fa-sort"></i></a></th> <th scope="col" style="width:25%" class="sort"><a class="sort" href="/forschung/13971.php?sort_table=15526&sort_field=typ&sort_order=SORT_ASC&tab=[14120]#block15526">Typ <i class="fas fa-sort"></i></a></th> <th scope="col" style="width:25%" class="sort"><a class="sort" href="/forschung/13971.php?sort_table=15526&sort_field=semester&sort_order=SORT_ASC&tab=[14120]#block15526">Semester <i class="fas fa-sort"></i></a></th> <th scope="col" style="width:25%" class="sort"><a href="/forschung/13971.php?sort_table=15526&sort_field=ort&sort_order=SORT_ASC&tab=[14120]#block15526">Ort <i class="fas fa-sort"></i></a></th> </tr> </thead><tbody> <tr> <td class="link"><a href="/forschung/15574.php">Übungen zu 0155400 (Optimierungstheorie)</a></td> <td class="normal" onclick="location.href='/forschung/15574.php'">Übung (Ü)</td> <td class="normal" onclick="location.href='/forschung/15574.php'">SS 2022</td> <td class="normal" onclick="location.href='/forschung/15574.php'"></td> </tr> <tr class="grey"> <td class="link"><a href="/forschung/15573.php">Optimierungstheorie</a></td> <td class="normal" onclick="location.href='/forschung/15573.php'">Vorlesung (V)</td> <td class="normal" onclick="location.href='/forschung/15573.php'">SS 2022</td> <td class="normal" onclick="location.href='/forschung/15573.php'"></td> </tr> <tr> <td class="link"><a href="/forschung/15529.php">Oberseminar Computational Science and Mathematical Methods</a></td> <td class="normal" onclick="location.href='/forschung/15529.php'">Seminar (S)</td> <td class="normal" onclick="location.href='/forschung/15529.php'">SS 2022</td> <td class="normal" onclick="location.href='/forschung/15529.php'"></td> </tr> <tr class="grey"> <td class="link"><a href="/forschung/15528.php">Uncertainty Quantification</a></td> <td class="normal" onclick="location.href='/forschung/15528.php'">Vorlesung (V)</td> <td class="normal" onclick="location.href='/forschung/15528.php'">SS 2022</td> <td class="normal" onclick="location.href='/forschung/15528.php'"></td> </tr> <tr> <td class="link"><a href="/forschung/15527.php">Tutorial for 0164400 (Uncertainty quantification)</a></td> <td class="normal" onclick="location.href='/forschung/15527.php'">Übung (Ü)</td> <td class="normal" onclick="location.href='/forschung/15527.php'">SS 2022</td> <td class="normal" onclick="location.href='/forschung/15527.php'"></td> </tr> </tbody></table> </div>  <div class="KIT_section table-container full" id="div_15522" data-selectorid="15522"> <a id="block15522" name="block15522"></a> <a name="block15522"></a> <table id="table_15522" class="collapseTable"> <caption align="top"> Winter Semester 2021/2022</caption> <thead> <tr> <th scope="col" style="width:25%" class="sort"><a class="sort" href="/forschung/13971.php?sort_table=15522&sort_field=titel&sort_order=SORT_ASC&tab=[14120]#block15522">Titel <i class="fas fa-sort"></i></a></th> <th scope="col" style="width:25%" class="sort"><a class="sort" href="/forschung/13971.php?sort_table=15522&sort_field=typ&sort_order=SORT_ASC&tab=[14120]#block15522">Typ <i class="fas fa-sort"></i></a></th> <th scope="col" style="width:25%" class="sort"><a class="sort" href="/forschung/13971.php?sort_table=15522&sort_field=semester&sort_order=SORT_ASC&tab=[14120]#block15522">Semester <i class="fas fa-sort"></i></a></th> <th scope="col" style="width:25%" class="sort"><a href="/forschung/13971.php?sort_table=15522&sort_field=ort&sort_order=SORT_ASC&tab=[14120]#block15522">Ort <i class="fas fa-sort"></i></a></th> </tr> </thead><tbody> <tr> <td class="link"><a href="/forschung/15525.php">Tutorial for 0155450 (Introduction to Kinetic Theory)</a></td> <td class="normal" onclick="location.href='/forschung/15525.php'">Übung (Ü)</td> <td class="normal" onclick="location.href='/forschung/15525.php'">WS 21/22</td> <td class="normal" onclick="location.href='/forschung/15525.php'"></td> </tr> <tr class="grey"> <td class="link"><a href="/forschung/15523.php">Introduction to Kinetic Theory</a></td> <td class="normal" onclick="location.href='/forschung/15523.php'">Vorlesung (V)</td> <td class="normal" onclick="location.href='/forschung/15523.php'">WS 21/22</td> <td class="normal" onclick="location.href='/forschung/15523.php'"></td> </tr> </tbody></table> </div>  <div class="KIT_section table-container full" id="div_14602" data-selectorid="14602"> <a id="block14602" name="block14602"></a> <a name="block14602"></a> <table id="table_14602" class="collapseTable"> <caption align="top"> Sommer Semester 2021</caption> <thead> <tr> <th scope="col" style="width:25%" class="sort"><a class="sort" href="/forschung/13971.php?sort_table=14602&sort_field=titel&sort_order=SORT_ASC&tab=[14120]#block14602">Titel <i class="fas fa-sort"></i></a></th> <th scope="col" style="width:25%" class="sort"><a class="sort" href="/forschung/13971.php?sort_table=14602&sort_field=typ&sort_order=SORT_ASC&tab=[14120]#block14602">Typ <i class="fas fa-sort"></i></a></th> <th scope="col" style="width:25%" class="sort"><a class="sort" href="/forschung/13971.php?sort_table=14602&sort_field=semester&sort_order=SORT_ASC&tab=[14120]#block14602">Semester <i class="fas fa-sort"></i></a></th> <th scope="col" style="width:25%" class="sort"><a href="/forschung/13971.php?sort_table=14602&sort_field=ort&sort_order=SORT_ASC&tab=[14120]#block14602">Ort <i class="fas fa-sort"></i></a></th> </tr> </thead><tbody> <tr> <td class="link"><a href="/forschung/14604.php">Oberseminar Computational Science and Mathematical Methods</a></td> <td class="normal" onclick="location.href='/forschung/14604.php'">Seminar (S)</td> <td class="normal" onclick="location.href='/forschung/14604.php'">SS 2021</td> <td class="normal" onclick="location.href='/forschung/14604.php'"></td> </tr> <tr class="grey"> <td class="link"><a href="/forschung/14603.php">Uncertainty Quantification</a></td> <td class="normal" onclick="location.href='/forschung/14603.php'">Vorlesung (V)</td> <td class="normal" onclick="location.href='/forschung/14603.php'">SS 2021</td> <td class="normal" onclick="location.href='/forschung/14603.php'"></td> </tr> </tbody></table> </div>  </div>   <div class="tab-panel" id="tabpanel-14152" aria-labelledby="tab-14152" role="tabpanel" tabindex="-1" hidden="hidden">  <div data-selectorid="14607" class="KIT_section text full" ><a id="block14607" name="block14607"></a><h1>AiNT GmbH</h1><div class="content" style="-ms-grid-columns: (1fr)[12];grid-template-columns: repeat(12, 1fr)"><div class="third">  <figure class="bildbox shadow"> <div class="container"> <picture> <a class="kit_fancybox" data-fancybox="gallery" data-caption="AiNT GmbH" href="/img/CSMM/Logo_AiNT_new.png"><img src="/img/CSMM/Logo_AiNT_new.png" alt="AiNT GmbH" width="1127" height="325" loading="lazy"></a> </picture> </div> <figcaption> AiNT GmbH </figcaption> </figure>  </div><div class="text two-third"><p>Die <a href="https://www.nuclear-training.de/">AiNT GmbH</a> bietet in ihrem Kerngeschäft eine Vielzahl an Dienstleistungen rund um den Bereich der Kerntechnik an. <br /> Besonders bei der Entwicklung innovativer Messanlagen (siehe Projekt ZEBRA und QUANTOM) ist die CSMM Arbeitsgruppe langjähriger Kooperationspartner des Unternehmens. Neben dem Kerngeschäft im Bereich der Forschung und Entwicklung, bietet die AiNT GmbH auch Aus- und Fortbildungsprogramme, Dienstleistungen im Bereich der radiologischen und stofflichen Charakterisierung von Rest- und Abfallstoffen mittels Kernstrahlungsmesstechnik, sowie die hauseigenen ICOND Messe an.</p> <p><strong>Assoziiert:</strong> Alexander Jesser, Jannick Wolters</p></div></div></div>  <div data-selectorid="14153" class="KIT_section text full" ><a id="block14153" name="block14153"></a><h1>Helmholtz Information & Data Science School for Health</h1><div class="content" style="-ms-grid-columns: (1fr)[12];grid-template-columns: repeat(12, 1fr)"><div class="third">  <figure class="bildbox shadow"> <div class="container"> <picture> <a class="kit_fancybox" data-fancybox="gallery" data-caption="HIDSS4Health" href="/img/CSMM/HIDSS4Health_Logo_RGB.jpg"><img src="/img/CSMM/HIDSS4Health_Logo_RGB.jpg" width="808" height="324" loading="lazy"></a> </picture> </div> <figcaption> HIDSS4Health </figcaption> </figure>  </div><div class="text two-third"><p>Als Teil der Helmholtz Information and Data Science Academy (HIDA) fördert die Helmholtz Information & Data Science School for Health (HIDSS4Health) Doktorand*innen in Forschungsprojekte, die Data Science und Life Science vereinen. Den ausgewählten Doktorand*innen wird ein strukturiertes Förderungsprogramm angeboten, um Schlüsselqualifikationen für Forschung und Industrie zu stärken.</p> <p>Der Internetauftritt der HIDSS4Health kann <a href="https://www.hidss4health.de/">hier</a> eingesehen werden.</p> <p><strong>Assoziiert: </strong>Pia Stammer, Alexandra Walter</p></div></div></div>  <div data-selectorid="14590" class="KIT_section text full" ><a id="block14590" name="block14590"></a><h1>MathSEE</h1><div class="content" style="-ms-grid-columns: (1fr)[12];grid-template-columns: repeat(12, 1fr)"><div class="third">  <figure class="bildbox shadow"> <div class="container"> <picture> <a class="kit_fancybox" data-fancybox="gallery" data-caption="MathSEE" href="/img/CSMM/MathSEE_img.JPG"><img src="/img/CSMM/MathSEE_img.JPG" width="798" height="513" loading="lazy"></a> </picture> </div> <figcaption> MathSEE </figcaption> </figure>  </div><div class="text two-third"><p class="dummy" style="line-height:115%" align="left"><span class="dummy">Das KIT-Zentrum "MathSEE" bündelt seit Oktober 2018 die interdisziplinäre mathematische Forschung am KIT. </span><span class="dummy">Der Sonderforschungsbereich 1173 "Wellenphänomene: Analysis und Numerik" und andere bestehende Kooperationen bilden die Grundlage für die Entstehung von MathSEE. Unsere Mitglieder ab dem Karrierelevel Promovierende arbeiten in Austauschformaten und interdisziplinären Forschungsprojekten in <a href="https://www.mathsee.kit.edu/methods.php" target="_self">Methodenbereichen</a> zusammen. Unsere <a href="https://www.mathsee.kit.edu/gradschool.php" target="_self">Graduiertenschule MathSEED</a> bietet ein umfassendes Programm für Promovierende und Masterstudierende zur Förderung der interdisziplinären Nachwuchsausbildung. </span><span class="dummy">Das Angebot von MathSEE stärkt die interdisziplinäre mathematische Forschung am KIT und deren Sichtbarkeit.</span></p> <p class="dummy" style="line-height:115%" align="left"><span class="dummy"></span></p> <p class="dummy" style="line-height:115%" align="left"><strong>Assoziiert: </strong>Maren Hattebuhr, Kirsten Wohak</p></div></div></div>  <div data-selectorid="14613" class="KIT_section text full" ><a id="block14613" name="block14613"></a><h1>SFB Wellenphänomene: Analysis und Numerik</h1><div class="content" style="-ms-grid-columns: (1fr)[12];grid-template-columns: repeat(12, 1fr)"><div class="third">  <figure class="bildbox shadow"> <div class="container"> <picture> <a class="kit_fancybox" data-fancybox="gallery" data-caption="SFB Wellenph&auml;nomene" href="/img/CSMM/sfb_rdax_1200x487.png"><img src="/img/CSMM/sfb_rdax_1200x487.png" width="1200" height="487" loading="lazy"></a> </picture> </div> <figcaption> SFB Wellenphänomene </figcaption> </figure>  </div><div class="text two-third"><p>Der <a href="https://www.waves.kit.edu/deutsch/index.php">Sonderforschungsbereich 1173</a> Wellenphänomene  wird von der Deutschen <a href="https://www.dfg.de/">Forschungsgemeinschaft (DFG) gefördert.</a></p> <p>Wellen üben auf Wissenschaftler und speziell auf Mathematiker eine besondere Faszination aus. Zwei unserer Sinne - sehen und hören - basieren auf der Ausbreitung von Licht- bzw. Schallwellen, der menschliche Herzschlag wird durch Depolarisationswellen angetrieben, und die moderne Kommunikationstechnik beruht größtenteils auf elektromagnetischen Wellen. Wellen sind überall, und ihr Verhalten zu verstehen bedeutet die Natur besser zu verstehen.<br /> <br /> <strong>Assoziiert: </strong>Jonas Kusch, Steffen Schotthöfer</p> <p> </p></div></div></div>  <div data-selectorid="14588" class="KIT_section text full" ><a id="block14588" name="block14588"></a><h1>Simulierte Welten</h1><div class="content" style="-ms-grid-columns: (1fr)[12];grid-template-columns: repeat(12, 1fr)"><div class="third">  <figure class="bildbox shadow"> <div class="container"> <picture> <a class="kit_fancybox" data-fancybox="gallery" data-caption="Simulierte Welten" href="/img/CSMM/simwelt_8_3.png"><img src="/img/CSMM/simwelt_8_3.png" alt="SimWelt" width="945" height="384" loading="lazy"></a> </picture> </div> <figcaption> Simulierte Welten </figcaption> </figure>  </div><div class="text two-third"><p>Simulationen begegnen uns unbewusst in vielen Alltagssituationen: Die tägliche Wettervorhersage, der zerstörungsfreie Crashtest für die Zulassung unseres Autos, leichte und materialsparende Plastikteile an Haushaltsgeräten oder Anlagestrategien bei Fonds und Rentenanlegern.</p> <p>Ein interdisziplinäres Team hat es sich zur Aufgabe gemacht, das Thema Simulation und mathematische Modellierung an Schulen zu bringen. Wie erkennen wir Simulationen? Wie sind die Ergebnisse zu verstehen? Und woran arbeiten Mitarbeitende in Rechenzentren? Diese Fragen klärt <a href="https://simulierte-welten.de/index.html">Simulierte Welten</a> altersgerecht für Schüler*innen</p> <p><strong>Assoziiert: </strong>Maren Hattebuhr, Kirsten Wohak, Sarah Schönbrodt, Stephanie Hofmann</p></div></div></div>  <div data-selectorid="14594" class="KIT_section text full" ><a id="block14594" name="block14594"></a><h1>Schülerlabor Mathematik</h1><div class="content" style="-ms-grid-columns: (1fr)[12];grid-template-columns: repeat(12, 1fr)"><div class="third">  <figure class="bildbox shadow"> <div class="container"> <picture> <a class="kit_fancybox" data-fancybox="gallery" data-caption="Sch&uuml;lerlabor Mathematik" href="/img/CSMM/Schuelerlabor_rdax_1200x488.png"><img src="/img/CSMM/Schuelerlabor_rdax_1200x488.png" alt="Schülerlabor" width="1200" height="488" loading="lazy"></a> </picture> </div> <figcaption> Schülerlabor Mathematik </figcaption> </figure>  </div><div class="text two-third"><p align="left" class="western">Im <a href="https://www.math.kit.edu/didaktik/seite/schuelerlabor/de">Schülerlabor Mathematik</a> kann man sich nicht verrechnen, man braucht keine Taschenrechner, keine Formeln und keine Gleichungen. Man muss nur neugierig sein, beobachten, knobeln und experimentieren. Es warten über 80 Experimentierstationen auf die jungen und älteren Besucher/innen. Neben Schulklassen sind auch interessierte Einzelpersonen herzlich willkommen.</p> <p align="left" class="western"><strong>Assoziiert: </strong>Maren Hattebuhr, Kirsten Wohak, Sarah Schönbrodt, Stephanie Hofmann</p></div></div></div> </div>   <div class="tab-panel" id="tabpanel-14118" aria-labelledby="tab-14118" role="tabpanel" tabindex="-1" hidden="hidden">  <div data-selectorid="14622" class="KIT_section text full" ><a id="block14622" name="block14622"></a><h1>Abschlussarbeiten</h1><div class="text "><p><em></em><em>- Wenn Sie Interesse an einer Abschlussarbeit in unserer Gruppe haben, können Sie sich gerne direkt an uns wenden.  Einen Überblick über unsere Forschungsinteressen und Projekte bekommen Sie im Reiter "Team". Einige alte Ausschreibungen unserer Gruppenmitglieder finden Sie auch <a href="/ueberuns/14102.php">hier</a> unter den Angeboten der Abteilung Scientific Computing & Mathematics. Bitte versuchen Sie bereits die Person(en) zu identifizieren die am besten zu Ihren Forschungsinteressen passen und richten Sie Ihre Anfrage direkt an sie -</em></p> <table border="1" cellpadding="1" cellspacing="1" style="height:359px; width:1526px"> <caption>Bisherige Abschlussarbeiten</caption> <thead> <tr> <th scope="col">Titel</th> <th scope="col" style="width: 621px;">Betreuer</th> </tr> </thead> <tbody> <tr> <td><span 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of Adversarial Learning on Parotid Gland Segmentation </span>and Assessment of Cut-off Parotid Gland Reconstruction </td> <td style="width:621px"><span class="docData;DOCY;v5;3860;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Alexandra Walter and Prof. Oliver Jäkel (DKFZ)</span></td> </tr> <tr> <td><span 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of Low Dscrepancy Sampling for High Dimensional Neural Network Training wth Application to the Entropy Closure Problem</span></td> <td style="width:621px"><span 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Schotthöfer and Prof. Martin Frank</span></td> </tr> <tr> <td><span 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of Neural Network Prediction Performance for Structured </span>Problems</td> <td style="width:621px"><span 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Schotthöfer and Prof. Martin Frank</span></td> </tr> <tr> <td><span 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Informed Neural Networks for Dynamical Systems</span></td> <td style="width:621px"><span 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Schotthöfer and Prof. Martin Frank</span></td> </tr> <tr> <td><span 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Surrogate Models for Corrosion Simulation</span></td> <td style="width:621px"><span 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</span> Ludwig Waibel (Daimler), </span></span>Steffen Schotthöfer <span 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Prof. Martin Frank</span></span></span></td> </tr> <tr> <td><span 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Collision Source Methods for </span>Radiation Therapy </td> <td style="width:621px"><span 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Kusch, Pia Stammer <span 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Prof. Martin Frank</span></span></span></span></td> </tr> <tr> <td><span 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of Uncertainties for </span>Treatment Planning </td> <td style="width:621px"><span 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Stammer, Niklas Wahl (DKFZ) <span 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Prof. Martin Frank</span></span></span></span></span></td> </tr> <tr> <td><span 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AAAFAQEGAQAHAQAIAQAJBhsAAAAnBBQBAAALAQEcAQAoBAAAAAAdAQApBMgAAAAOBggAAAAAAQEBA////xkBARsGfQAAAAAUAAAAAAMAAAAFBAAAAAAGBAQAAAADAQABFAAAAAADAAAABQQAAAAABgQEAAAAAwEAAhQAAAAAAwAAAAUEAAAAAAYEBAAAAAMBAAMUAAAAAAMAAAAFBAAAAAAGBAQAAAADAQALFAAAAAADAAAABQQAAAAABgQEAAAAAwEALAEA">Bayesian Long Short-Term Memory Networks for Proton Dose Prediction</span></td> <td style="width:621px"><span 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AQAHAQAIAQAJBhsAAAAnBBQBAAALAQEcAQAoBAAAAAAdAQApBMgAAAAOBggAAAAAAQEBA////xkBARsGfQAAAAAUAAAAAAMAAAAFBAAAAAAGBAQAAAADAQABFAAAAAADAAAABQQAAAAABgQEAAAAAwEAAhQAAAAAAwAAAAUEAAAAAAYEBAAAAAMBAAMUAAAAAAMAAAAFBAAAAAAGBAQAAAADAQALFAAAAAADAAAABQQAAAAABgQEAAAAAwEALAEA">Tim Ortkamp, Niklas Wahl (DKFZ) and  Prof. Lena Maier-Hein (DKFZ)</span></td> </tr> <tr> <td><span 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Optimierung und ihre Anwendung in der inversen Radiotherapieplanung</span></td> <td style="width:621px"><span 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Ortkamp, Prof. Martin Frank and P.D. Gudrun Thäther</span></td> </tr> <tr> <td><span class="docData;DOCY;v5;3997;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Optimierung von maschinellen Lernmodellen zur Vorhersage des Behandlungserfolgs in der Radiotherapie</span></td> <td style="width:621px"><span 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Ortkamp, Prof. Martin Frank and P.D. Gudrun Thäther</span></td> </tr> <tr> <td><span 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Learning for radiotherapy outcome prediction based on imbalanced data</span></td> <td style="width:621px"><span 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Ortkamp, Prof. Martin Frank and P.D. Gudrun Thäther</span></td> </tr> <tr> <td><span 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Multi-criteria Dose Optimization for Radiation Therapy</span></td> <td style="width:621px"><span class="docData;DOCY;v5;4049;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Stammer, Prof. Markus Klute (</span>Institute of Experimental Particle Physics - ETP) and Prof. Martin Frank</td> </tr> <tr> <td><span class="docData;DOCY;v5;3919;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Objective Functions for Uncertainty-aware IMRT Dose Optimization</span></td> <td style="width:621px"><span 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Stammer, Prof. Achim Streit (SCC/</span>Institute of Telematics) and Prof. Martin Frank</td> </tr> </tbody> </table> <p> </p></div></div>  <div data-selectorid="14623" class="KIT_section text full" ><a id="block14623" name="block14623"></a><h1>Offene Stellenangebote</h1><div class="text "><p style="text-align:center"><em>- leider sind zur Zeit keine offenen Stellen verfügbar -</em></p></div></div> </div>  </div> </div>   </div> </section> </main>  <button class="to-top-button" aria-label="zum Seitenanfang"></button> <footer class="page-footer"> <div class="content-wrap"> <div class="column full">   <span class="last_change">letzte Änderung: 19.08.2024</span> </div> </div> <div class="footer-meta-navigation"> <div class="content-wrap"> <span class="copyright">KIT – Die Forschungsuniversität in der Helmholtz-Gemeinschaft</span> <ul> <li><a accesskey="1" title="Startseite" href="/index.php">Home</a></li> <li><a accesskey="3" href="/Sitemap.php">Sitemap</a></li> <li><a accesskey="8" 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