Mathematical Physics May 2018

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page: <a href=/list/math-ph/2018-05?skip=0&show=25 rel="nofollow"> fewer</a> | <a href=/list/math-ph/2018-05?skip=0&show=100 rel="nofollow"> more</a> | <a href=/list/math-ph/2018-05?skip=0&show=2000 rel="nofollow"> all</a> </div> <dl id='articles'> <dt> <a name='item1'>[1]</a> <a href ="/abs/1805.00191" title="Abstract" id="1805.00191"> arXiv:1805.00191 </a> [<a href="/pdf/1805.00191" title="Download PDF" id="pdf-1805.00191" aria-labelledby="pdf-1805.00191">pdf</a>, <a href="/format/1805.00191" title="Other formats" id="oth-1805.00191" aria-labelledby="oth-1805.00191">other</a>] </dt> <dd> <div class='meta'> <div class='list-title mathjax'><span class='descriptor'>Title:</span> Many-Body Blow-Up Profile of Boson Stars with External Potentials </div> <div class='list-authors'><a href="https://arxiv.org/search/math-ph?searchtype=author&query=Nguyen,+D">Dinh-Thi Nguyen</a></div> <div class='list-comments mathjax'><span class='descriptor'>Comments:</span> To appear in Reviews in Mathematical Physics </div> <div class='list-subjects'><span class='descriptor'>Subjects:</span> <span class="primary-subject">Mathematical Physics (math-ph)</span>; Analysis of PDEs (math.AP); Spectral Theory (math.SP) </div> </div> </dd> <dt> <a name='item2'>[2]</a> <a href ="/abs/1805.00206" title="Abstract" id="1805.00206"> arXiv:1805.00206 </a> [<a href="/pdf/1805.00206" title="Download PDF" id="pdf-1805.00206" aria-labelledby="pdf-1805.00206">pdf</a>, <a href="/format/1805.00206" title="Other formats" id="oth-1805.00206" aria-labelledby="oth-1805.00206">other</a>] </dt> <dd> <div class='meta'> <div class='list-title mathjax'><span class='descriptor'>Title:</span> 蠒^4 Solitary Waves in a Parabolic Potential: Existence, Stability, and Collisional Dynamics </div> <div class='list-authors'><a href="https://arxiv.org/search/math-ph?searchtype=author&query=Ross,+R">R.M. Ross</a>, <a href="https://arxiv.org/search/math-ph?searchtype=author&query=Kevrekidis,+P">P.G. Kevrekidis</a>, <a href="https://arxiv.org/search/math-ph?searchtype=author&query=Campbell,+D">D.K. Campbell</a>, <a href="https://arxiv.org/search/math-ph?searchtype=author&query=R.Decker">R.Decker</a>, <a href="https://arxiv.org/search/math-ph?searchtype=author&query=A.Demirkaya">A.Demirkaya</a></div> <div class='list-subjects'><span class='descriptor'>Subjects:</span> <span class="primary-subject">Mathematical Physics (math-ph)</span> </div> </div> </dd> <dt> <a name='item3'>[3]</a> <a href ="/abs/1805.00238" title="Abstract" id="1805.00238"> arXiv:1805.00238 </a> [<a href="/pdf/1805.00238" title="Download PDF" id="pdf-1805.00238" aria-labelledby="pdf-1805.00238">pdf</a>, <a href="/format/1805.00238" title="Other formats" id="oth-1805.00238" aria-labelledby="oth-1805.00238">other</a>] </dt> <dd> <div class='meta'> <div class='list-title mathjax'><span class='descriptor'>Title:</span> On a spectral problem in magnetohydrodynamics and its relevance for the geodynamo </div> <div class='list-authors'><a href="https://arxiv.org/search/math-ph?searchtype=author&query=Stefani,+F">Frank Stefani</a>, <a href="https://arxiv.org/search/math-ph?searchtype=author&query=Tretter,+C">Christiane Tretter</a></div> <div class='list-comments mathjax'><span class='descriptor'>Comments:</span> 16 pages,5 figures </div> <div class='list-subjects'><span class='descriptor'>Subjects:</span> <span class="primary-subject">Mathematical Physics (math-ph)</span>; Geophysics (physics.geo-ph) </div> </div> </dd> <dt> <a name='item4'>[4]</a> <a href ="/abs/1805.00248" title="Abstract" id="1805.00248"> arXiv:1805.00248 </a> [<a href="/pdf/1805.00248" title="Download PDF" id="pdf-1805.00248" aria-labelledby="pdf-1805.00248">pdf</a>, <a href="/format/1805.00248" title="Other formats" id="oth-1805.00248" aria-labelledby="oth-1805.00248">other</a>] </dt> <dd> <div class='meta'> <div class='list-title mathjax'><span class='descriptor'>Title:</span> The non-Abelian Chern-Simons path integral on $M=危\times S^1$ in the torus gauge: a review </div> <div class='list-authors'><a href="https://arxiv.org/search/math-ph?searchtype=author&query=Hahn,+A">Atle Hahn</a></div> <div class='list-comments mathjax'><span class='descriptor'>Comments:</span> 97 pages, 0 figures. This review paper is partly based on the papers <a href="https://arxiv.org/abs/math-ph/0507040" data-arxiv-id="math-ph/0507040" class="link-https">math-ph/0507040</a>, <a href="https://arxiv.org/abs/math-ph/0611084" data-arxiv-id="math-ph/0611084" class="link-https">math-ph/0611084</a>, <a href="https://arxiv.org/abs/1206.0439" data-arxiv-id="1206.0439" class="link-https">1206.0439</a>, <a href="https://arxiv.org/abs/1206.0441" data-arxiv-id="1206.0441" class="link-https">1206.0441</a>, <a href="https://arxiv.org/abs/1506.06809" data-arxiv-id="1506.06809" class="link-https">1506.06809</a>, <a href="https://arxiv.org/abs/1508.03804" data-arxiv-id="1508.03804" class="link-https">1508.03804</a>. There may be a minor text overlap with one or more of these papers </div> <div class='list-subjects'><span class='descriptor'>Subjects:</span> <span class="primary-subject">Mathematical Physics (math-ph)</span> </div> </div> </dd> <dt> <a name='item5'>[5]</a> <a href ="/abs/1805.00345" title="Abstract" id="1805.00345"> arXiv:1805.00345 </a> [<a href="/pdf/1805.00345" title="Download PDF" id="pdf-1805.00345" aria-labelledby="pdf-1805.00345">pdf</a>, <a href="/format/1805.00345" title="Other formats" id="oth-1805.00345" aria-labelledby="oth-1805.00345">other</a>] </dt> <dd> <div class='meta'> <div class='list-title mathjax'><span class='descriptor'>Title:</span> Dual Polynomials of the Multi-Indexed ($q$-)Racah Orthogonal Polynomials </div> <div class='list-authors'><a href="https://arxiv.org/search/math-ph?searchtype=author&query=Odake,+S">Satoru Odake</a></div> <div class='list-comments mathjax'><span class='descriptor'>Comments:</span> 31 pages. arXiv admin note: text overlap with <a href="https://arxiv.org/abs/1804.10352" data-arxiv-id="1804.10352" class="link-https">arXiv:1804.10352</a>. Comments added, typo corrected. To appear in PTEP </div> <div class='list-journal-ref'><span class='descriptor'>Journal-ref:</span> Prog Theor Exp Phys 2018 (2018) 073A02 (23pp) </div> <div class='list-subjects'><span class='descriptor'>Subjects:</span> <span class="primary-subject">Mathematical Physics (math-ph)</span>; High Energy Physics - Theory (hep-th); Classical Analysis and ODEs (math.CA); Exactly Solvable and Integrable Systems (nlin.SI) </div> </div> </dd> <dt> <a name='item6'>[6]</a> <a href ="/abs/1805.00375" title="Abstract" id="1805.00375"> arXiv:1805.00375 </a> [<a href="/pdf/1805.00375" title="Download PDF" id="pdf-1805.00375" aria-labelledby="pdf-1805.00375">pdf</a>, <a href="/format/1805.00375" title="Other formats" id="oth-1805.00375" aria-labelledby="oth-1805.00375">other</a>] </dt> <dd> <div class='meta'> <div class='list-title mathjax'><span class='descriptor'>Title:</span> Superintegrable relativistic systems in scalar background fields </div> <div class='list-authors'><a href="https://arxiv.org/search/math-ph?searchtype=author&query=Ansell,+L">L. Ansell</a>, <a href="https://arxiv.org/search/math-ph?searchtype=author&query=Heinzl,+T">T. Heinzl</a>, <a href="https://arxiv.org/search/math-ph?searchtype=author&query=Ilderton,+A">A. Ilderton</a></div> <div class='list-comments mathjax'><span class='descriptor'>Comments:</span> Version 2: 17 pages, two PDF figures. Various discussions extended. Matches version to appear in J.Phys.A </div> <div class='list-subjects'><span class='descriptor'>Subjects:</span> <span class="primary-subject">Mathematical Physics (math-ph)</span> </div> </div> </dd> <dt> <a name='item7'>[7]</a> <a href ="/abs/1805.00466" title="Abstract" id="1805.00466"> arXiv:1805.00466 </a> [<a href="/pdf/1805.00466" title="Download PDF" id="pdf-1805.00466" aria-labelledby="pdf-1805.00466">pdf</a>, <a href="/format/1805.00466" title="Other formats" id="oth-1805.00466" aria-labelledby="oth-1805.00466">other</a>] </dt> <dd> <div class='meta'> <div class='list-title mathjax'><span class='descriptor'>Title:</span> A relation for the Jones-Wenzl projector and tensor space representations of the Temperley-Lieb algebra </div> <div class='list-authors'><a href="https://arxiv.org/search/math-ph?searchtype=author&query=Bytsko,+A">Andrei Bytsko</a></div> <div class='list-comments mathjax'><span class='descriptor'>Comments:</span> 15 pages, LaTeX, minor changes </div> <div class='list-journal-ref'><span class='descriptor'>Journal-ref:</span> Linear and Multilinear Algebra, v. 68 (2020) pp. 2239-2253 </div> <div class='list-subjects'><span class='descriptor'>Subjects:</span> <span class="primary-subject">Mathematical Physics (math-ph)</span>; Quantum Algebra (math.QA); Rings and Algebras (math.RA) </div> </div> </dd> <dt> <a name='item8'>[8]</a> <a href ="/abs/1805.00629" title="Abstract" id="1805.00629"> arXiv:1805.00629 </a> [<a href="/pdf/1805.00629" title="Download PDF" id="pdf-1805.00629" aria-labelledby="pdf-1805.00629">pdf</a>, <a href="/format/1805.00629" title="Other formats" id="oth-1805.00629" aria-labelledby="oth-1805.00629">other</a>] </dt> <dd> <div class='meta'> <div class='list-title mathjax'><span class='descriptor'>Title:</span> Symmetries of certain double integrals related to Hall effect devices </div> <div class='list-authors'><a href="https://arxiv.org/search/math-ph?searchtype=author&query=Glasser,+U+A+M+L">Udo Ausserlechner. M. L. Glasser</a>, <a href="https://arxiv.org/search/math-ph?searchtype=author&query=Zhou,+Y">Yajun Zhou</a></div> <div class='list-comments mathjax'><span class='descriptor'>Comments:</span> 8 pages </div> <div class='list-journal-ref'><span class='descriptor'>Journal-ref:</span> Ramanujan J. 53:39--48 (2020) </div> <div class='list-subjects'><span class='descriptor'>Subjects:</span> <span class="primary-subject">Mathematical Physics (math-ph)</span> </div> </div> </dd> <dt> <a name='item9'>[9]</a> <a href ="/abs/1805.00644" title="Abstract" id="1805.00644"> arXiv:1805.00644 </a> [<a href="/pdf/1805.00644" title="Download PDF" id="pdf-1805.00644" aria-labelledby="pdf-1805.00644">pdf</a>, <a href="/format/1805.00644" title="Other formats" id="oth-1805.00644" aria-labelledby="oth-1805.00644">other</a>] </dt> <dd> <div class='meta'> <div class='list-title mathjax'><span class='descriptor'>Title:</span> Duality and free energy analyticity bounds for few-body Ising models with extensive homology rank </div> <div class='list-authors'><a href="https://arxiv.org/search/math-ph?searchtype=author&query=Jiang,+Y">Yi Jiang</a>, <a href="https://arxiv.org/search/math-ph?searchtype=author&query=Dumer,+I">Ilya Dumer</a>, <a href="https://arxiv.org/search/math-ph?searchtype=author&query=Kovalev,+A+A">Alexey A. Kovalev</a>, <a href="https://arxiv.org/search/math-ph?searchtype=author&query=Pryadko,+L+P">Leonid P. Pryadko</a></div> <div class='list-comments mathjax'><span class='descriptor'>Comments:</span> 18 pages, 6 figures </div> <div class='list-subjects'><span class='descriptor'>Subjects:</span> <span class="primary-subject">Mathematical Physics (math-ph)</span>; Statistical Mechanics (cond-mat.stat-mech) </div> </div> </dd> <dt> <a name='item10'>[10]</a> <a href ="/abs/1805.00725" title="Abstract" id="1805.00725"> arXiv:1805.00725 </a> [<a href="/pdf/1805.00725" title="Download PDF" id="pdf-1805.00725" aria-labelledby="pdf-1805.00725">pdf</a>, <a href="/format/1805.00725" title="Other formats" id="oth-1805.00725" aria-labelledby="oth-1805.00725">other</a>] </dt> <dd> <div class='meta'> <div class='list-title mathjax'><span class='descriptor'>Title:</span> Many-particle quantum graphs: A review </div> <div class='list-authors'><a href="https://arxiv.org/search/math-ph?searchtype=author&query=Bolte,+J">Jens Bolte</a>, <a href="https://arxiv.org/search/math-ph?searchtype=author&query=Kerner,+J">Joachim Kerner</a></div> <div class='list-journal-ref'><span class='descriptor'>Journal-ref:</span> Discrete and Continuous Models in the Theory of Networks (2020); Birkh\"auser: Operator Theory: Advances and Applications </div> <div class='list-subjects'><span class='descriptor'>Subjects:</span> <span class="primary-subject">Mathematical Physics (math-ph)</span> </div> </div> </dd> <dt> <a name='item11'>[11]</a> <a href ="/abs/1805.00746" title="Abstract" id="1805.00746"> arXiv:1805.00746 </a> [<a href="/pdf/1805.00746" title="Download PDF" id="pdf-1805.00746" aria-labelledby="pdf-1805.00746">pdf</a>, <a href="/format/1805.00746" title="Other formats" id="oth-1805.00746" aria-labelledby="oth-1805.00746">other</a>] </dt> <dd> <div class='meta'> <div class='list-title mathjax'><span class='descriptor'>Title:</span> On a class of third-order nonlocal Hamiltonian operators </div> <div class='list-authors'><a href="https://arxiv.org/search/math-ph?searchtype=author&query=Casati,+M">M. Casati</a>, <a href="https://arxiv.org/search/math-ph?searchtype=author&query=Ferapontov,+E">E.V. Ferapontov</a>, <a href="https://arxiv.org/search/math-ph?searchtype=author&query=Pavlov,+M">M.V. Pavlov</a>, <a href="https://arxiv.org/search/math-ph?searchtype=author&query=Vitolo,+R">R.F. Vitolo</a></div> <div class='list-comments mathjax'><span class='descriptor'>Comments:</span> 19 pages </div> <div class='list-journal-ref'><span class='descriptor'>Journal-ref:</span> Journal of Geometry and Physics Volume 138, April 2019, Pages 285-296 </div> <div class='list-subjects'><span class='descriptor'>Subjects:</span> <span class="primary-subject">Mathematical Physics (math-ph)</span>; Differential Geometry (math.DG); Exactly Solvable and Integrable Systems (nlin.SI) </div> </div> </dd> <dt> <a name='item12'>[12]</a> <a href ="/abs/1805.00758" title="Abstract" id="1805.00758"> arXiv:1805.00758 </a> [<a href="/pdf/1805.00758" title="Download PDF" id="pdf-1805.00758" aria-labelledby="pdf-1805.00758">pdf</a>, <a href="/format/1805.00758" title="Other formats" id="oth-1805.00758" aria-labelledby="oth-1805.00758">other</a>] </dt> <dd> <div class='meta'> <div class='list-title mathjax'><span class='descriptor'>Title:</span> Composition of states and observables in Fock spaces </div> <div class='list-authors'><a href="https://arxiv.org/search/math-ph?searchtype=author&query=Amour,+L">Laurent Amour</a>, <a href="https://arxiv.org/search/math-ph?searchtype=author&query=Jager,+L">Lisette Jager</a>, <a href="https://arxiv.org/search/math-ph?searchtype=author&query=Nourrigat,+J">Jean Nourrigat</a></div> <div class='list-subjects'><span class='descriptor'>Subjects:</span> <span class="primary-subject">Mathematical Physics (math-ph)</span> </div> </div> </dd> <dt> <a name='item13'>[13]</a> <a href ="/abs/1805.00884" title="Abstract" id="1805.00884"> arXiv:1805.00884 </a> [<a href="/pdf/1805.00884" title="Download PDF" id="pdf-1805.00884" aria-labelledby="pdf-1805.00884">pdf</a>, <a href="/format/1805.00884" title="Other formats" id="oth-1805.00884" aria-labelledby="oth-1805.00884">other</a>] </dt> <dd> <div class='meta'> <div class='list-title mathjax'><span class='descriptor'>Title:</span> Unified approach to critical-contrast homogenisation with explicit links to time-dispersive media </div> <div class='list-authors'><a href="https://arxiv.org/search/math-ph?searchtype=author&query=Cherednichenko,+K">Kirill Cherednichenko</a>, <a href="https://arxiv.org/search/math-ph?searchtype=author&query=Ershova,+Y">Yulia Ershova</a>, <a href="https://arxiv.org/search/math-ph?searchtype=author&query=Kiselev,+A">Alexander Kiselev</a>, <a href="https://arxiv.org/search/math-ph?searchtype=author&query=Naboko,+S">Sergey Naboko</a></div> <div class='list-comments mathjax'><span class='descriptor'>Comments:</span> 37 pages, 3 figures; as accepted by Transactions of the Moscow Mathematical Society; continues <a href="https://arxiv.org/abs/1803.09372" data-arxiv-id="1803.09372" class="link-https">1803.09372</a> and supplements <a href="https://arxiv.org/abs/1808.03961" data-arxiv-id="1808.03961" class="link-https">1808.03961</a> </div> <div class='list-journal-ref'><span class='descriptor'>Journal-ref:</span> Trans. Moscow Math. Soc. 2019, 251-294 </div> <div class='list-subjects'><span class='descriptor'>Subjects:</span> <span class="primary-subject">Mathematical Physics (math-ph)</span>; Materials Science (cond-mat.mtrl-sci); Functional Analysis (math.FA); Spectral Theory (math.SP) </div> </div> </dd> <dt> <a name='item14'>[14]</a> <a href ="/abs/1805.01303" title="Abstract" id="1805.01303"> arXiv:1805.01303 </a> [<a href="/pdf/1805.01303" title="Download PDF" id="pdf-1805.01303" aria-labelledby="pdf-1805.01303">pdf</a>, <a href="/format/1805.01303" title="Other formats" id="oth-1805.01303" aria-labelledby="oth-1805.01303">other</a>] </dt> <dd> <div class='meta'> <div class='list-title mathjax'><span class='descriptor'>Title:</span> Spacetime diffeomorphisms as matter fields </div> <div class='list-authors'><a href="https://arxiv.org/search/math-ph?searchtype=author&query=Capoferri,+M">Matteo Capoferri</a>, <a href="https://arxiv.org/search/math-ph?searchtype=author&query=Vassiliev,+D">Dmitri Vassiliev</a></div> <div class='list-comments mathjax'><span class='descriptor'>Comments:</span> In the end of Section 7 replaced $尉=\operatorname{diag}(-1,-1,-1,-1,1)$ with $尉=\operatorname{diag}(1,-1,-1,1,1)$ </div> <div class='list-journal-ref'><span class='descriptor'>Journal-ref:</span> J. Math. Phys. 61, 111508 (2020) </div> <div class='list-subjects'><span class='descriptor'>Subjects:</span> <span class="primary-subject">Mathematical Physics (math-ph)</span>; High Energy Physics - Theory (hep-th); Analysis of PDEs (math.AP); Differential Geometry (math.DG) </div> </div> </dd> <dt> <a name='item15'>[15]</a> <a href ="/abs/1805.01399" title="Abstract" id="1805.01399"> arXiv:1805.01399 </a> [<a href="/pdf/1805.01399" title="Download PDF" id="pdf-1805.01399" aria-labelledby="pdf-1805.01399">pdf</a>, <a href="/format/1805.01399" title="Other formats" id="oth-1805.01399" aria-labelledby="oth-1805.01399">other</a>] </dt> <dd> <div class='meta'> <div class='list-title mathjax'><span class='descriptor'>Title:</span> Geometric Dynamics of a Harmonic Oscillator, Arbitrary Minimal Uncertainty States and the Smallest Step 3 Nilpotent Lie Group </div> <div class='list-authors'><a href="https://arxiv.org/search/math-ph?searchtype=author&query=Almalki,+F">Fadhel Almalki</a>, <a href="https://arxiv.org/search/math-ph?searchtype=author&query=Kisil,+V+V">Vladimir V. Kisil</a></div> <div class='list-comments mathjax'><span class='descriptor'>Comments:</span> AMS-LaTeX, 23 pp, 5 PDF pictures in two figures; v2-v4: numerous small improvements; v5: journal version </div> <div class='list-journal-ref'><span class='descriptor'>Journal-ref:</span> J. Phys. A: Math. Theor, 52(2019), 025301 </div> <div class='list-subjects'><span class='descriptor'>Subjects:</span> <span class="primary-subject">Mathematical Physics (math-ph)</span>; Representation Theory (math.RT); Quantum Physics (quant-ph) </div> </div> </dd> <dt> <a name='item16'>[16]</a> <a href ="/abs/1805.01411" title="Abstract" id="1805.01411"> arXiv:1805.01411 </a> [<a href="/pdf/1805.01411" title="Download PDF" id="pdf-1805.01411" aria-labelledby="pdf-1805.01411">pdf</a>, <a href="/format/1805.01411" title="Other formats" id="oth-1805.01411" aria-labelledby="oth-1805.01411">other</a>] </dt> <dd> <div class='meta'> <div class='list-title mathjax'><span class='descriptor'>Title:</span> A Variational Structure for Interacting Particle Systems and their Hydrodynamic Scaling Limits </div> <div class='list-authors'><a href="https://arxiv.org/search/math-ph?searchtype=author&query=Kaiser,+M">Marcus Kaiser</a>, <a href="https://arxiv.org/search/math-ph?searchtype=author&query=Jack,+R+L">Robert L. Jack</a>, <a href="https://arxiv.org/search/math-ph?searchtype=author&query=Zimmer,+J">Johannes Zimmer</a></div> <div class='list-subjects'><span class='descriptor'>Subjects:</span> <span class="primary-subject">Mathematical Physics (math-ph)</span>; Analysis of PDEs (math.AP) </div> </div> </dd> <dt> <a name='item17'>[17]</a> <a href ="/abs/1805.01701" title="Abstract" id="1805.01701"> arXiv:1805.01701 </a> [<a href="/pdf/1805.01701" title="Download PDF" id="pdf-1805.01701" aria-labelledby="pdf-1805.01701">pdf</a>, <a href="/format/1805.01701" title="Other formats" id="oth-1805.01701" aria-labelledby="oth-1805.01701">other</a>] </dt> <dd> <div class='meta'> <div class='list-title mathjax'><span class='descriptor'>Title:</span> Minimal Integrity Bases of Invariants of Second Order Tensors in a Flat Riemannian Space </div> <div class='list-authors'><a href="https://arxiv.org/search/math-ph?searchtype=author&query=Qi,+L">Liqun Qi</a>, <a href="https://arxiv.org/search/math-ph?searchtype=author&query=Huang,+Z">Zhenghai Huang</a></div> <div class='list-subjects'><span class='descriptor'>Subjects:</span> <span class="primary-subject">Mathematical Physics (math-ph)</span> </div> </div> </dd> <dt> <a name='item18'>[18]</a> <a href ="/abs/1805.01733" title="Abstract" id="1805.01733"> arXiv:1805.01733 </a> [<a href="/pdf/1805.01733" title="Download PDF" id="pdf-1805.01733" aria-labelledby="pdf-1805.01733">pdf</a>, <a href="/format/1805.01733" title="Other formats" id="oth-1805.01733" aria-labelledby="oth-1805.01733">other</a>] </dt> <dd> <div class='meta'> <div class='list-title mathjax'><span class='descriptor'>Title:</span> A New Algorithm for the Inverse of Matrices with Noncommuting Entries </div> <div class='list-authors'><a href="https://arxiv.org/search/math-ph?searchtype=author&query=Much,+A">Albert Much</a> (CCM), <a href="https://arxiv.org/search/math-ph?searchtype=author&query=Vidal-Cruzprieto,+D">Diego Vidal-Cruzprieto</a> (ICN)</div> <div class='list-subjects'><span class='descriptor'>Subjects:</span> <span class="primary-subject">Mathematical Physics (math-ph)</span>; Quantum Algebra (math.QA); Rings and Algebras (math.RA); Quantum Physics (quant-ph) </div> </div> </dd> <dt> <a name='item19'>[19]</a> <a href ="/abs/1805.01734" title="Abstract" id="1805.01734"> arXiv:1805.01734 </a> [<a href="/pdf/1805.01734" title="Download PDF" id="pdf-1805.01734" aria-labelledby="pdf-1805.01734">pdf</a>, <a href="/format/1805.01734" title="Other formats" id="oth-1805.01734" aria-labelledby="oth-1805.01734">other</a>] </dt> <dd> <div class='meta'> <div class='list-title mathjax'><span class='descriptor'>Title:</span> Finite-Part Integration of the Generalized Stieltjes Transform and its dominant asymptotic behavior for small values of the parameter. II. Non-integer orders </div> <div class='list-authors'><a href="https://arxiv.org/search/math-ph?searchtype=author&query=Tica,+C+D">Christian D. Tica</a>, <a href="https://arxiv.org/search/math-ph?searchtype=author&query=Galapon,+E+A">Eric A. Galapon</a></div> <div class='list-comments mathjax'><span class='descriptor'>Comments:</span> arXiv admin note: text overlap with <a href="https://arxiv.org/abs/1703.07979" data-arxiv-id="1703.07979" class="link-https">arXiv:1703.07979</a> </div> <div class='list-journal-ref'><span class='descriptor'>Journal-ref:</span> Journal of Mathematical Physics 60, 013502 (2019) </div> <div class='list-subjects'><span class='descriptor'>Subjects:</span> <span class="primary-subject">Mathematical Physics (math-ph)</span> </div> </div> </dd> <dt> <a name='item20'>[20]</a> <a href ="/abs/1805.01785" title="Abstract" id="1805.01785"> arXiv:1805.01785 </a> [<a href="/pdf/1805.01785" title="Download PDF" id="pdf-1805.01785" aria-labelledby="pdf-1805.01785">pdf</a>, <a href="/format/1805.01785" title="Other formats" id="oth-1805.01785" aria-labelledby="oth-1805.01785">other</a>] </dt> <dd> <div class='meta'> <div class='list-title mathjax'><span class='descriptor'>Title:</span> A New Method of Solving Third Order Non-Linear Ordinary Complex Differential Equation by Generalizing Prelle-Singer Method </div> <div class='list-authors'><a href="https://arxiv.org/search/math-ph?searchtype=author&query=Joohy,+A">Ali Joohy</a>, <a href="https://arxiv.org/search/math-ph?searchtype=author&query=Mechee,+M+S">Mohammed S. Mechee</a>, <a href="https://arxiv.org/search/math-ph?searchtype=author&query=Al-Juaifri,+G+A">Ghassan A. Al-Juaifri</a></div> <div class='list-comments mathjax'><span class='descriptor'>Comments:</span> Withdrawn due to the demand of the other authors </div> <div class='list-subjects'><span class='descriptor'>Subjects:</span> <span class="primary-subject">Mathematical Physics (math-ph)</span>; Chaotic Dynamics (nlin.CD) </div> </div> </dd> <dt> <a name='item21'>[21]</a> <a href ="/abs/1805.01807" title="Abstract" id="1805.01807"> arXiv:1805.01807 </a> [<a href="/pdf/1805.01807" title="Download PDF" id="pdf-1805.01807" aria-labelledby="pdf-1805.01807">pdf</a>, <a href="/format/1805.01807" title="Other formats" id="oth-1805.01807" aria-labelledby="oth-1805.01807">other</a>] </dt> <dd> <div class='meta'> <div class='list-title mathjax'><span class='descriptor'>Title:</span> Convergence rate towards the fractional Hartree-equation with singular potentials in higher Sobolev norms </div> <div class='list-authors'><a href="https://arxiv.org/search/math-ph?searchtype=author&query=Hott,+M">Michael Hott</a></div> <div class='list-comments mathjax'><span class='descriptor'>Comments:</span> 38 pages </div> <div class='list-subjects'><span class='descriptor'>Subjects:</span> <span class="primary-subject">Mathematical Physics (math-ph)</span> </div> </div> </dd> <dt> <a name='item22'>[22]</a> <a href ="/abs/1805.01827" title="Abstract" id="1805.01827"> arXiv:1805.01827 </a> [<a href="/pdf/1805.01827" title="Download PDF" id="pdf-1805.01827" aria-labelledby="pdf-1805.01827">pdf</a>, <a href="/format/1805.01827" title="Other formats" id="oth-1805.01827" aria-labelledby="oth-1805.01827">other</a>] </dt> <dd> <div class='meta'> <div class='list-title mathjax'><span class='descriptor'>Title:</span> Gluing of Graph Laplacians and Their Spectra </div> <div class='list-authors'><a href="https://arxiv.org/search/math-ph?searchtype=author&query=Contreras,+I">Ivan Contreras</a>, <a href="https://arxiv.org/search/math-ph?searchtype=author&query=Toriyama,+M">Michael Toriyama</a>, <a href="https://arxiv.org/search/math-ph?searchtype=author&query=Yu,+C">Chengzheng Yu</a></div> <div class='list-comments mathjax'><span class='descriptor'>Comments:</span> 30 pages </div> <div class='list-subjects'><span class='descriptor'>Subjects:</span> <span class="primary-subject">Mathematical Physics (math-ph)</span> </div> </div> </dd> <dt> <a name='item23'>[23]</a> <a href ="/abs/1805.01949" title="Abstract" id="1805.01949"> arXiv:1805.01949 </a> [<a href="/pdf/1805.01949" title="Download PDF" id="pdf-1805.01949" aria-labelledby="pdf-1805.01949">pdf</a>, <a href="/format/1805.01949" title="Other formats" id="oth-1805.01949" aria-labelledby="oth-1805.01949">other</a>] </dt> <dd> <div class='meta'> <div class='list-title mathjax'><span class='descriptor'>Title:</span> Darboux transformation for the discrete Schr枚dinger equation </div> <div class='list-authors'><a href="https://arxiv.org/search/math-ph?searchtype=author&query=Aktosun,+T">Tuncay Aktosun</a>, <a href="https://arxiv.org/search/math-ph?searchtype=author&query=Choque-Rivero,+A+E">Abdon E. Choque-Rivero</a>, <a href="https://arxiv.org/search/math-ph?searchtype=author&query=Papanicolaou,+V">Vassilis Papanicolaou</a></div> <div class='list-comments mathjax'><span class='descriptor'>Comments:</span> 51 pages </div> <div class='list-journal-ref'><span class='descriptor'>Journal-ref:</span> Electronic Journal of Differential Equations 2019 (2019), No. 112, pp. 1-34 </div> <div class='list-subjects'><span class='descriptor'>Subjects:</span> <span class="primary-subject">Mathematical Physics (math-ph)</span> </div> </div> </dd> <dt> <a name='item24'>[24]</a> <a href ="/abs/1805.02050" title="Abstract" id="1805.02050"> arXiv:1805.02050 </a> [<a href="/pdf/1805.02050" title="Download PDF" id="pdf-1805.02050" aria-labelledby="pdf-1805.02050">pdf</a>, <a href="/format/1805.02050" title="Other formats" id="oth-1805.02050" aria-labelledby="oth-1805.02050">other</a>] </dt> <dd> <div class='meta'> <div class='list-title mathjax'><span class='descriptor'>Title:</span> Quantum $f$-divergences in von Neumann algebras I. Standard $f$-divergences </div> <div class='list-authors'><a href="https://arxiv.org/search/math-ph?searchtype=author&query=Hiai,+F">Fumio Hiai</a></div> <div class='list-comments mathjax'><span class='descriptor'>Comments:</span> 33 pages </div> <div class='list-subjects'><span class='descriptor'>Subjects:</span> <span class="primary-subject">Mathematical Physics (math-ph)</span>; Operator Algebras (math.OA) </div> </div> </dd> <dt> <a name='item25'>[25]</a> <a href ="/abs/1805.02197" title="Abstract" id="1805.02197"> arXiv:1805.02197 </a> [<a href="/pdf/1805.02197" title="Download PDF" id="pdf-1805.02197" aria-labelledby="pdf-1805.02197">pdf</a>, <a href="/format/1805.02197" title="Other formats" id="oth-1805.02197" aria-labelledby="oth-1805.02197">other</a>] </dt> <dd> <div class='meta'> <div class='list-title mathjax'><span class='descriptor'>Title:</span> On the $q$-TASEP with a random initial condition </div> <div class='list-authors'><a href="https://arxiv.org/search/math-ph?searchtype=author&query=Imamura,+T">Takashi Imamura</a>, <a href="https://arxiv.org/search/math-ph?searchtype=author&query=Sasamoto,+T">Tomohiro Sasamoto</a></div> <div class='list-comments mathjax'><span class='descriptor'>Comments:</span> 20 pages </div> <div class='list-subjects'><span class='descriptor'>Subjects:</span> <span class="primary-subject">Mathematical Physics (math-ph)</span> </div> </div> </dd> <dt> <a name='item26'>[26]</a> <a href ="/abs/1805.02263" title="Abstract" id="1805.02263"> arXiv:1805.02263 </a> [<a href="/pdf/1805.02263" title="Download PDF" id="pdf-1805.02263" aria-labelledby="pdf-1805.02263">pdf</a>, <a href="/format/1805.02263" title="Other formats" id="oth-1805.02263" aria-labelledby="oth-1805.02263">other</a>] </dt> <dd> <div class='meta'> <div class='list-title mathjax'><span class='descriptor'>Title:</span> Existence of Resonances for the Spin-Boson-Model with Critical Coupling Function </div> <div class='list-authors'><a href="https://arxiv.org/search/math-ph?searchtype=author&query=Reker,+J">Jana Reker</a></div> <div class='list-subjects'><span class='descriptor'>Subjects:</span> <span class="primary-subject">Mathematical Physics (math-ph)</span> </div> </div> </dd> <dt> <a name='item27'>[27]</a> <a href ="/abs/1805.02428" title="Abstract" id="1805.02428"> arXiv:1805.02428 </a> [<a href="/pdf/1805.02428" title="Download PDF" id="pdf-1805.02428" aria-labelledby="pdf-1805.02428">pdf</a>, <a href="/format/1805.02428" title="Other formats" id="oth-1805.02428" aria-labelledby="oth-1805.02428">other</a>] </dt> <dd> <div class='meta'> <div class='list-title mathjax'><span class='descriptor'>Title:</span> Level repulsion for arithmetic toral point scatterers in dimension $3$ </div> <div class='list-authors'><a href="https://arxiv.org/search/math-ph?searchtype=author&query=Kurlberg,+P">P盲r Kurlberg</a></div> <div class='list-comments mathjax'><span class='descriptor'>Comments:</span> 16 pages, 2 figures </div> <div class='list-subjects'><span class='descriptor'>Subjects:</span> <span class="primary-subject">Mathematical Physics (math-ph)</span>; Number Theory (math.NT); Spectral Theory (math.SP); Chaotic Dynamics (nlin.CD) </div> </div> </dd> <dt> <a name='item28'>[28]</a> <a href ="/abs/1805.02471" title="Abstract" id="1805.02471"> arXiv:1805.02471 </a> [<a href="/pdf/1805.02471" title="Download PDF" id="pdf-1805.02471" aria-labelledby="pdf-1805.02471">pdf</a>, <a href="/format/1805.02471" title="Other formats" id="oth-1805.02471" aria-labelledby="oth-1805.02471">other</a>] </dt> <dd> <div class='meta'> <div class='list-title mathjax'><span class='descriptor'>Title:</span> On solutions of a class of matrix-valued convolution equations </div> <div class='list-authors'><a href="https://arxiv.org/search/math-ph?searchtype=author&query=Hanyga,+A">Andrzej Hanyga</a></div> <div class='list-subjects'><span class='descriptor'>Subjects:</span> <span class="primary-subject">Mathematical Physics (math-ph)</span> </div> </div> </dd> <dt> <a name='item29'>[29]</a> <a href ="/abs/1805.02484" title="Abstract" id="1805.02484"> arXiv:1805.02484 </a> [<a href="/pdf/1805.02484" title="Download PDF" id="pdf-1805.02484" aria-labelledby="pdf-1805.02484">pdf</a>, <a href="/format/1805.02484" title="Other formats" id="oth-1805.02484" aria-labelledby="oth-1805.02484">other</a>] </dt> <dd> <div class='meta'> <div class='list-title mathjax'><span class='descriptor'>Title:</span> Lewis-Riesenfeld quantization and SU(1,1) coherent states for 2D damped harmonic oscillator </div> <div class='list-authors'><a href="https://arxiv.org/search/math-ph?searchtype=author&query=Lawson,+L+M">Lat茅vi M. Lawson</a>, <a href="https://arxiv.org/search/math-ph?searchtype=author&query=Avossevou,+G+Y+H">Gabriel Y. H. Avossevou</a>, <a href="https://arxiv.org/search/math-ph?searchtype=author&query=Gouba,+L">Laure Gouba</a></div> <div class='list-comments mathjax'><span class='descriptor'>Comments:</span> 27 pages </div> <div class='list-journal-ref'><span class='descriptor'>Journal-ref:</span> Journal of Mathematical Physics 59, 112101 (2018) </div> <div class='list-subjects'><span class='descriptor'>Subjects:</span> <span class="primary-subject">Mathematical Physics (math-ph)</span>; High Energy Physics - Theory (hep-th); Quantum Physics (quant-ph) </div> </div> </dd> <dt> <a name='item30'>[30]</a> <a href ="/abs/1805.02593" title="Abstract" id="1805.02593"> arXiv:1805.02593 </a> [<a href="/pdf/1805.02593" title="Download PDF" id="pdf-1805.02593" aria-labelledby="pdf-1805.02593">pdf</a>, <a href="/format/1805.02593" title="Other formats" id="oth-1805.02593" aria-labelledby="oth-1805.02593">other</a>] </dt> <dd> <div class='meta'> <div class='list-title mathjax'><span class='descriptor'>Title:</span> Reflection negative kernels and fractional Brownian motion </div> <div class='list-authors'><a href="https://arxiv.org/search/math-ph?searchtype=author&query=Jorgensen,+P">P. Jorgensen</a>, <a href="https://arxiv.org/search/math-ph?searchtype=author&query=Neeb,+K">K.-H. Neeb</a>, <a href="https://arxiv.org/search/math-ph?searchtype=author&query=Olafsson,+G">G. Olafsson</a></div> <div class='list-subjects'><span class='descriptor'>Subjects:</span> <span class="primary-subject">Mathematical Physics (math-ph)</span>; Probability (math.PR) </div> </div> </dd> <dt> <a name='item31'>[31]</a> <a href ="/abs/1805.02636" title="Abstract" id="1805.02636"> arXiv:1805.02636 </a> [<a href="/pdf/1805.02636" title="Download PDF" id="pdf-1805.02636" aria-labelledby="pdf-1805.02636">pdf</a>, <a href="/format/1805.02636" title="Other formats" id="oth-1805.02636" aria-labelledby="oth-1805.02636">other</a>] </dt> <dd> <div class='meta'> <div class='list-title mathjax'><span class='descriptor'>Title:</span> Dispersive and effective properties of two-dimensional periodic media </div> <div class='list-authors'><a href="https://arxiv.org/search/math-ph?searchtype=author&query=Godin,+Y+A">Yuri A. Godin</a>, <a href="https://arxiv.org/search/math-ph?searchtype=author&query=Vainberg,+B">Boris Vainberg</a></div> <div class='list-comments mathjax'><span class='descriptor'>Comments:</span> 20 pages, 2 figure </div> <div class='list-subjects'><span class='descriptor'>Subjects:</span> <span class="primary-subject">Mathematical Physics (math-ph)</span>; Materials Science (cond-mat.mtrl-sci); Analysis of PDEs (math.AP); Applied Physics (physics.app-ph) </div> </div> </dd> <dt> <a name='item32'>[32]</a> <a href ="/abs/1805.02891" title="Abstract" id="1805.02891"> arXiv:1805.02891 </a> [<a href="/pdf/1805.02891" title="Download PDF" id="pdf-1805.02891" aria-labelledby="pdf-1805.02891">pdf</a>, <a href="/format/1805.02891" title="Other formats" id="oth-1805.02891" aria-labelledby="oth-1805.02891">other</a>] </dt> <dd> <div class='meta'> <div class='list-title mathjax'><span class='descriptor'>Title:</span> Note on Schramm-Loewner evolution for superconformal algebras </div> <div class='list-authors'><a href="https://arxiv.org/search/math-ph?searchtype=author&query=Koshida,+S">Shinji Koshida</a></div> <div class='list-comments mathjax'><span class='descriptor'>Comments:</span> 12 pages </div> <div class='list-journal-ref'><span class='descriptor'>Journal-ref:</span> Theor. Math. Phys. 199, 501-512 (2019) </div> <div class='list-subjects'><span class='descriptor'>Subjects:</span> <span class="primary-subject">Mathematical Physics (math-ph)</span>; Statistical Mechanics (cond-mat.stat-mech); Probability (math.PR); Quantum Algebra (math.QA); Representation Theory (math.RT) </div> </div> </dd> <dt> <a name='item33'>[33]</a> <a href ="/abs/1805.02955" title="Abstract" id="1805.02955"> arXiv:1805.02955 </a> [<a href="/pdf/1805.02955" title="Download PDF" id="pdf-1805.02955" aria-labelledby="pdf-1805.02955">pdf</a>, <a href="/format/1805.02955" title="Other formats" id="oth-1805.02955" aria-labelledby="oth-1805.02955">other</a>] </dt> <dd> <div class='meta'> <div class='list-title mathjax'><span class='descriptor'>Title:</span> Selective correlations in finite quantum systems and the Desargues property </div> <div class='list-authors'><a href="https://arxiv.org/search/math-ph?searchtype=author&query=Lei,+C">C. Lei</a>, <a href="https://arxiv.org/search/math-ph?searchtype=author&query=Vourdas,+A">A. Vourdas</a></div> <div class='list-journal-ref'><span class='descriptor'>Journal-ref:</span> Journal of Geometry and Physics 128, 118-127 (2018) </div> <div class='list-subjects'><span class='descriptor'>Subjects:</span> <span class="primary-subject">Mathematical Physics (math-ph)</span>; Quantum Physics (quant-ph) </div> </div> </dd> <dt> <a name='item34'>[34]</a> <a href ="/abs/1805.03063" title="Abstract" id="1805.03063"> arXiv:1805.03063 </a> [<a href="/pdf/1805.03063" title="Download PDF" id="pdf-1805.03063" aria-labelledby="pdf-1805.03063">pdf</a>, <a href="/format/1805.03063" title="Other formats" id="oth-1805.03063" aria-labelledby="oth-1805.03063">other</a>] </dt> <dd> <div class='meta'> <div class='list-title mathjax'><span class='descriptor'>Title:</span> Methods of modern mathematical physics: Uncertainty and exclusion principles in quantum mechanics </div> <div class='list-authors'><a href="https://arxiv.org/search/math-ph?searchtype=author&query=Lundholm,+D">Douglas Lundholm</a></div> <div class='list-comments mathjax'><span class='descriptor'>Comments:</span> 108 pages, 2 figures. Some sections still incomplete </div> <div class='list-subjects'><span class='descriptor'>Subjects:</span> <span class="primary-subject">Mathematical Physics (math-ph)</span>; Functional Analysis (math.FA); Spectral Theory (math.SP) </div> </div> </dd> <dt> <a name='item35'>[35]</a> <a href ="/abs/1805.03126" title="Abstract" id="1805.03126"> arXiv:1805.03126 </a> [<a href="/pdf/1805.03126" title="Download PDF" id="pdf-1805.03126" aria-labelledby="pdf-1805.03126">pdf</a>, <a href="/format/1805.03126" title="Other formats" id="oth-1805.03126" aria-labelledby="oth-1805.03126">other</a>] </dt> <dd> <div class='meta'> <div class='list-title mathjax'><span class='descriptor'>Title:</span> On complex representations of Clifford algebra </div> <div class='list-authors'><a href="https://arxiv.org/search/math-ph?searchtype=author&query=Budinich,+M">Marco Budinich</a></div> <div class='list-comments mathjax'><span class='descriptor'>Comments:</span> 16 pages, 1 figure </div> <div class='list-journal-ref'><span class='descriptor'>Journal-ref:</span> Advances in Applied Clifford Algebras (2019) 29:18 </div> <div class='list-subjects'><span class='descriptor'>Subjects:</span> <span class="primary-subject">Mathematical Physics (math-ph)</span> </div> </div> </dd> <dt> <a name='item36'>[36]</a> <a href ="/abs/1805.03201" title="Abstract" id="1805.03201"> arXiv:1805.03201 </a> [<a href="/pdf/1805.03201" title="Download PDF" id="pdf-1805.03201" aria-labelledby="pdf-1805.03201">pdf</a>, <a href="/format/1805.03201" title="Other formats" id="oth-1805.03201" aria-labelledby="oth-1805.03201">other</a>] </dt> <dd> <div class='meta'> <div class='list-title mathjax'><span class='descriptor'>Title:</span> Ordinary Complex Differential Equations with Applications in Science and Engineering </div> <div class='list-authors'><a href="https://arxiv.org/search/math-ph?searchtype=author&query=Joohy,+A+K">Ali K. Joohy</a></div> <div class='list-comments mathjax'><span class='descriptor'>Comments:</span> Withdrawn at the demand of the supervisor </div> <div class='list-subjects'><span class='descriptor'>Subjects:</span> <span class="primary-subject">Mathematical Physics (math-ph)</span>; Complex Variables (math.CV); Quantum Physics (quant-ph) </div> </div> </dd> <dt> <a name='item37'>[37]</a> <a href ="/abs/1805.03292" title="Abstract" id="1805.03292"> arXiv:1805.03292 </a> [<a href="/pdf/1805.03292" title="Download PDF" id="pdf-1805.03292" aria-labelledby="pdf-1805.03292">pdf</a>, <a href="/format/1805.03292" title="Other formats" id="oth-1805.03292" aria-labelledby="oth-1805.03292">other</a>] </dt> <dd> <div class='meta'> <div class='list-title mathjax'><span class='descriptor'>Title:</span> Banach Poisson-Lie groups and Bruhat-Poisson structure of the restricted Grassmannian </div> <div class='list-authors'><a href="https://arxiv.org/search/math-ph?searchtype=author&query=Tumpach,+A+B">Alice Barbara Tumpach</a></div> <div class='list-journal-ref'><span class='descriptor'>Journal-ref:</span> Communications in Mathematical Physics 373, 795--858, 2020 </div> <div class='list-subjects'><span class='descriptor'>Subjects:</span> <span class="primary-subject">Mathematical Physics (math-ph)</span>; Functional Analysis (math.FA) </div> </div> </dd> <dt> <a name='item38'>[38]</a> <a href ="/abs/1805.03427" title="Abstract" id="1805.03427"> arXiv:1805.03427 </a> [<a href="/pdf/1805.03427" title="Download PDF" id="pdf-1805.03427" aria-labelledby="pdf-1805.03427">pdf</a>, <a href="/format/1805.03427" title="Other formats" id="oth-1805.03427" aria-labelledby="oth-1805.03427">other</a>] </dt> <dd> <div class='meta'> <div class='list-title mathjax'><span class='descriptor'>Title:</span> Quadratic operator relations and Bethe equations for spin-1/2 Richardson-Gaudin models </div> <div class='list-authors'><a href="https://arxiv.org/search/math-ph?searchtype=author&query=Dimo,+C">Claude Dimo</a>, <a href="https://arxiv.org/search/math-ph?searchtype=author&query=Faribault,+A">Alexandre Faribault</a></div> <div class='list-comments mathjax'><span class='descriptor'>Comments:</span> 13 pages </div> <div class='list-subjects'><span class='descriptor'>Subjects:</span> <span class="primary-subject">Mathematical Physics (math-ph)</span>; Mesoscale and Nanoscale Physics (cond-mat.mes-hall); Quantum Physics (quant-ph) </div> </div> </dd> <dt> <a name='item39'>[39]</a> <a href ="/abs/1805.03506" title="Abstract" id="1805.03506"> arXiv:1805.03506 </a> [<a href="/pdf/1805.03506" title="Download PDF" id="pdf-1805.03506" aria-labelledby="pdf-1805.03506">pdf</a>, <a href="/format/1805.03506" title="Other formats" id="oth-1805.03506" aria-labelledby="oth-1805.03506">other</a>] </dt> <dd> <div class='meta'> <div class='list-title mathjax'><span class='descriptor'>Title:</span> The interacting 2D Bose gas and nonlinear Gibbs measures </div> <div class='list-authors'><a href="https://arxiv.org/search/math-ph?searchtype=author&query=Lewin,+M">Mathieu Lewin</a> (CEREMADE), <a href="https://arxiv.org/search/math-ph?searchtype=author&query=Nam,+P+T">Phan Th脿nh Nam</a>, <a href="https://arxiv.org/search/math-ph?searchtype=author&query=Rougerie,+N">Nicolas Rougerie</a> (LPMMC)</div> <div class='list-comments mathjax'><span class='descriptor'>Comments:</span> The result was announced at the Oberwolfach mini-workshop "Gibbs measures for nonlinear dispersive equations" organized by Giuseppe Genovese, Benjamin Schlein and Vedran Sohinger </div> <div class='list-subjects'><span class='descriptor'>Subjects:</span> <span class="primary-subject">Mathematical Physics (math-ph)</span>; Analysis of PDEs (math.AP); Probability (math.PR); Computational Physics (physics.comp-ph) </div> </div> </dd> <dt> <a name='item40'>[40]</a> <a href ="/abs/1805.03738" title="Abstract" id="1805.03738"> arXiv:1805.03738 </a> [<a href="/pdf/1805.03738" title="Download PDF" id="pdf-1805.03738" aria-labelledby="pdf-1805.03738">pdf</a>, <a href="/format/1805.03738" title="Other formats" id="oth-1805.03738" aria-labelledby="oth-1805.03738">other</a>] </dt> <dd> <div class='meta'> <div class='list-title mathjax'><span class='descriptor'>Title:</span> Approximation of the probability density function of the randomized heat equation with non-homogeneous boundary conditions </div> <div class='list-authors'><a href="https://arxiv.org/search/math-ph?searchtype=author&query=Calatayud,+J">J. Calatayud</a>, <a href="https://arxiv.org/search/math-ph?searchtype=author&query=Cort%C3%A9s,+J">J.C. Cort茅s</a>, <a href="https://arxiv.org/search/math-ph?searchtype=author&query=Jornet,+M">M. Jornet</a></div> <div class='list-comments mathjax'><span class='descriptor'>Comments:</span> 31 Pages, 10 Figures, 8 Tables </div> <div class='list-subjects'><span class='descriptor'>Subjects:</span> <span class="primary-subject">Mathematical Physics (math-ph)</span>; Analysis of PDEs (math.AP) </div> </div> </dd> <dt> <a name='item41'>[41]</a> <a href ="/abs/1805.03878" title="Abstract" id="1805.03878"> arXiv:1805.03878 </a> [<a href="/pdf/1805.03878" title="Download PDF" id="pdf-1805.03878" aria-labelledby="pdf-1805.03878">pdf</a>, <a href="/format/1805.03878" title="Other formats" id="oth-1805.03878" aria-labelledby="oth-1805.03878">other</a>] </dt> <dd> <div class='meta'> <div class='list-title mathjax'><span class='descriptor'>Title:</span> Nonlocal symmetries and exact solutions of variable coefficient AKNS system </div> <div class='list-authors'><a href="https://arxiv.org/search/math-ph?searchtype=author&query=Xin,+X">Xiangpeng Xin</a>, <a href="https://arxiv.org/search/math-ph?searchtype=author&query=Liu,+H">Hanze Liu</a>, <a href="https://arxiv.org/search/math-ph?searchtype=author&query=Xia,+Y">Yarong Xia</a></div> <div class='list-subjects'><span class='descriptor'>Subjects:</span> <span class="primary-subject">Mathematical Physics (math-ph)</span> </div> </div> </dd> <dt> <a name='item42'>[42]</a> <a href ="/abs/1805.03974" title="Abstract" id="1805.03974"> arXiv:1805.03974 </a> [<a href="/pdf/1805.03974" title="Download PDF" id="pdf-1805.03974" aria-labelledby="pdf-1805.03974">pdf</a>, <a href="/format/1805.03974" title="Other formats" id="oth-1805.03974" aria-labelledby="oth-1805.03974">other</a>] </dt> <dd> <div class='meta'> <div class='list-title mathjax'><span class='descriptor'>Title:</span> Solutions of Gross-Pitaevskii Equation with Periodic Potential in Dimension Two </div> <div class='list-authors'><a href="https://arxiv.org/search/math-ph?searchtype=author&query=Karpeshina,+Y">Yulia Karpeshina</a>, <a href="https://arxiv.org/search/math-ph?searchtype=author&query=Kim,+S">Seonguk Kim</a>, <a href="https://arxiv.org/search/math-ph?searchtype=author&query=Shterenberg,+R">Roman Shterenberg</a></div> <div class='list-comments mathjax'><span class='descriptor'>Comments:</span> arXiv admin note: substantial text overlap with <a href="https://arxiv.org/abs/1707.01872" data-arxiv-id="1707.01872" class="link-https">arXiv:1707.01872</a> </div> <div class='list-subjects'><span class='descriptor'>Subjects:</span> <span class="primary-subject">Mathematical Physics (math-ph)</span> </div> </div> </dd> <dt> <a name='item43'>[43]</a> <a href ="/abs/1805.04009" title="Abstract" id="1805.04009"> arXiv:1805.04009 </a> [<a href="/pdf/1805.04009" title="Download PDF" id="pdf-1805.04009" aria-labelledby="pdf-1805.04009">pdf</a>, <a href="/format/1805.04009" title="Other formats" id="oth-1805.04009" aria-labelledby="oth-1805.04009">other</a>] </dt> <dd> <div class='meta'> <div class='list-title mathjax'><span class='descriptor'>Title:</span> Confined steady states of a Vlasov-Poisson plasma in an infinitely long cylinder </div> <div class='list-authors'><a href="https://arxiv.org/search/math-ph?searchtype=author&query=Knopf,+P">Patrik Knopf</a></div> <div class='list-journal-ref'><span class='descriptor'>Journal-ref:</span> Mathematical Methods in the Applied Sciences 42(18): 6369-6384, 2019 </div> <div class='list-subjects'><span class='descriptor'>Subjects:</span> <span class="primary-subject">Mathematical Physics (math-ph)</span>; Analysis of PDEs (math.AP); Plasma Physics (physics.plasm-ph) </div> </div> </dd> <dt> <a name='item44'>[44]</a> <a href ="/abs/1805.04053" title="Abstract" id="1805.04053"> arXiv:1805.04053 </a> [<a href="/pdf/1805.04053" title="Download PDF" id="pdf-1805.04053" aria-labelledby="pdf-1805.04053">pdf</a>, <a href="/format/1805.04053" title="Other formats" id="oth-1805.04053" aria-labelledby="oth-1805.04053">other</a>] </dt> <dd> <div class='meta'> <div class='list-title mathjax'><span class='descriptor'>Title:</span> Dual Conformable Derivative: Definition, Simple Properties and Perspectives for Applications </div> <div class='list-authors'><a href="https://arxiv.org/search/math-ph?searchtype=author&query=Rosa,+W">Wanderson Rosa</a>, <a href="https://arxiv.org/search/math-ph?searchtype=author&query=Weberszpil,+J">Jos茅 Weberszpil</a></div> <div class='list-comments mathjax'><span class='descriptor'>Comments:</span> 10 pages </div> <div class='list-subjects'><span class='descriptor'>Subjects:</span> <span class="primary-subject">Mathematical Physics (math-ph)</span>; Statistical Mechanics (cond-mat.stat-mech); High Energy Physics - Theory (hep-th) </div> </div> </dd> <dt> <a name='item45'>[45]</a> <a href ="/abs/1805.04138" title="Abstract" id="1805.04138"> arXiv:1805.04138 </a> [<a href="/pdf/1805.04138" title="Download PDF" id="pdf-1805.04138" aria-labelledby="pdf-1805.04138">pdf</a>, <a href="/format/1805.04138" title="Other formats" id="oth-1805.04138" aria-labelledby="oth-1805.04138">other</a>] </dt> <dd> <div class='meta'> <div class='list-title mathjax'><span class='descriptor'>Title:</span> Towards integrable structure in 3d Ising model </div> <div class='list-authors'><a href="https://arxiv.org/search/math-ph?searchtype=author&query=Talalaev,+D+V">Dmitry V. Talalaev</a></div> <div class='list-comments mathjax'><span class='descriptor'>Comments:</span> 14 pages, 6 figures </div> <div class='list-subjects'><span class='descriptor'>Subjects:</span> <span class="primary-subject">Mathematical Physics (math-ph)</span>; Combinatorics (math.CO) </div> </div> </dd> <dt> <a name='item46'>[46]</a> <a href ="/abs/1805.04281" title="Abstract" id="1805.04281"> arXiv:1805.04281 </a> [<a href="/pdf/1805.04281" title="Download PDF" id="pdf-1805.04281" aria-labelledby="pdf-1805.04281">pdf</a>, <a href="/format/1805.04281" title="Other formats" id="oth-1805.04281" aria-labelledby="oth-1805.04281">other</a>] </dt> <dd> <div class='meta'> <div class='list-title mathjax'><span class='descriptor'>Title:</span> Probability distributions for the stress tensor in conformal field theories </div> <div class='list-authors'><a href="https://arxiv.org/search/math-ph?searchtype=author&query=Fewster,+C+J">Christopher J. Fewster</a>, <a href="https://arxiv.org/search/math-ph?searchtype=author&query=Hollands,+S">Stefan Hollands</a></div> <div class='list-comments mathjax'><span class='descriptor'>Comments:</span> 31pp, 1 figure. v2 References and discussion added, some typos corrected. Version accepted for publication in Lett Math Phys </div> <div class='list-subjects'><span class='descriptor'>Subjects:</span> <span class="primary-subject">Mathematical Physics (math-ph)</span>; General Relativity and Quantum Cosmology (gr-qc); High Energy Physics - Theory (hep-th) </div> </div> </dd> <dt> <a name='item47'>[47]</a> <a href ="/abs/1805.04291" title="Abstract" id="1805.04291"> arXiv:1805.04291 </a> [<a href="/pdf/1805.04291" title="Download PDF" id="pdf-1805.04291" aria-labelledby="pdf-1805.04291">pdf</a>, <a href="/format/1805.04291" title="Other formats" id="oth-1805.04291" aria-labelledby="oth-1805.04291">other</a>] </dt> <dd> <div class='meta'> <div class='list-title mathjax'><span class='descriptor'>Title:</span> Non-abelian nature of systems with multiple exceptional points </div> <div class='list-authors'><a href="https://arxiv.org/search/math-ph?searchtype=author&query=Pap,+E+J">Eric J. Pap</a>, <a href="https://arxiv.org/search/math-ph?searchtype=author&query=Boer,+D">Dani毛l Boer</a>, <a href="https://arxiv.org/search/math-ph?searchtype=author&query=Waalkens,+H">Holger Waalkens</a></div> <div class='list-comments mathjax'><span class='descriptor'>Comments:</span> 9 pages, 9 figures </div> <div class='list-journal-ref'><span class='descriptor'>Journal-ref:</span> Phys. Rev. A 98, 023818 (2018) </div> <div class='list-subjects'><span class='descriptor'>Subjects:</span> <span class="primary-subject">Mathematical Physics (math-ph)</span>; Quantum Physics (quant-ph) </div> </div> </dd> <dt> <a name='item48'>[48]</a> <a href ="/abs/1805.04373" title="Abstract" id="1805.04373"> arXiv:1805.04373 </a> [<a href="/pdf/1805.04373" title="Download PDF" id="pdf-1805.04373" aria-labelledby="pdf-1805.04373">pdf</a>, <a href="/format/1805.04373" title="Other formats" id="oth-1805.04373" aria-labelledby="oth-1805.04373">other</a>] </dt> <dd> <div class='meta'> <div class='list-title mathjax'><span class='descriptor'>Title:</span> Recent advances in the theory of Bogoliubov Hamiltonians </div> <div class='list-authors'><a href="https://arxiv.org/search/math-ph?searchtype=author&query=Napi%C3%B3rkowski,+M">Marcin Napi贸rkowski</a></div> <div class='list-comments mathjax'><span class='descriptor'>Comments:</span> to appear in "Macroscopic Limits of Quantum Systems", Springer Proceedings in Mathematics and Statistics </div> <div class='list-subjects'><span class='descriptor'>Subjects:</span> <span class="primary-subject">Mathematical Physics (math-ph)</span> </div> </div> </dd> <dt> <a name='item49'>[49]</a> <a href ="/abs/1805.04482" title="Abstract" id="1805.04482"> arXiv:1805.04482 </a> [<a href="/pdf/1805.04482" title="Download PDF" id="pdf-1805.04482" aria-labelledby="pdf-1805.04482">pdf</a>, <a href="/format/1805.04482" title="Other formats" id="oth-1805.04482" aria-labelledby="oth-1805.04482">other</a>] </dt> <dd> <div class='meta'> <div class='list-title mathjax'><span class='descriptor'>Title:</span> On periodic Gibbs measures for Potts-SOS model on the Cayley tree </div> <div class='list-authors'><a href="https://arxiv.org/search/math-ph?searchtype=author&query=Rasulova,+M+A">Muhayyo Akbarjon Rasulova</a></div> <div class='list-comments mathjax'><span class='descriptor'>Comments:</span> arXiv admin note: substantial text overlap with <a href="https://arxiv.org/abs/math/0409047" data-arxiv-id="math/0409047" class="link-https">arXiv:math/0409047</a>, <a href="https://arxiv.org/abs/0812.4644" data-arxiv-id="0812.4644" class="link-https">arXiv:0812.4644</a> by other authors </div> <div class='list-subjects'><span class='descriptor'>Subjects:</span> <span class="primary-subject">Mathematical Physics (math-ph)</span> </div> </div> </dd> <dt> <a name='item50'>[50]</a> <a href ="/abs/1805.04569" title="Abstract" id="1805.04569"> arXiv:1805.04569 </a> [<a href="/pdf/1805.04569" title="Download PDF" id="pdf-1805.04569" aria-labelledby="pdf-1805.04569">pdf</a>, <a href="/format/1805.04569" title="Other formats" id="oth-1805.04569" aria-labelledby="oth-1805.04569">other</a>] </dt> <dd> <div class='meta'> <div class='list-title mathjax'><span class='descriptor'>Title:</span> A phase-field approach to Eulerian interfacial energies </div> <div class='list-authors'><a href="https://arxiv.org/search/math-ph?searchtype=author&query=Grandi,+D">Diego Grandi</a>, <a href="https://arxiv.org/search/math-ph?searchtype=author&query=Kruzik,+M">Martin Kruzik</a>, <a href="https://arxiv.org/search/math-ph?searchtype=author&query=Mainini,+E">Edoardo Mainini</a>, <a href="https://arxiv.org/search/math-ph?searchtype=author&query=Stefanelli,+U">Ulisse Stefanelli</a></div> <div class='list-comments mathjax'><span class='descriptor'>Comments:</span> 22 pages </div> <div class='list-subjects'><span class='descriptor'>Subjects:</span> <span class="primary-subject">Mathematical Physics (math-ph)</span>; Analysis of PDEs (math.AP) </div> </div> </dd> </dl> <div class='paging'>Total of 327 entries : <span>1-50</span> <a href=/list/math-ph/2018-05?skip=50&show=50>51-100</a> <a href=/list/math-ph/2018-05?skip=100&show=50>101-150</a> <a href=/list/math-ph/2018-05?skip=150&show=50>151-200</a> <span>...</span> <a href=/list/math-ph/2018-05?skip=300&show=50>301-327</a> </div> <div class='morefewer'>Showing up to 50 entries per page: <a href=/list/math-ph/2018-05?skip=0&show=25 rel="nofollow"> fewer</a> | <a href=/list/math-ph/2018-05?skip=0&show=100 rel="nofollow"> more</a> | <a href=/list/math-ph/2018-05?skip=0&show=2000 rel="nofollow"> all</a> </div> </div> </div> </div> </main> <footer style="clear: both;"> <div class="columns is-desktop" role="navigation" aria-label="Secondary" style="margin: -0.75em -0.75em 0.75em -0.75em">  <div class="column" style="padding: 0;"> <div class="columns"> <div class="column"> <ul style="list-style: none; line-height: 2;"> <li><a href="https://info.arxiv.org/about">About</a></li> <li><a href="https://info.arxiv.org/help">Help</a></li> </ul> </div> <div class="column"> <ul style="list-style: none; 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Mathematical Physics May 2018