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<!DOCTYPE html> <html lang="en">  <head> <title>[PDF] The condition of a function relative to a polytope | Semantic Scholar</title> <meta name="robots" content="noarchive"> <link rel="canonical" href="https://www.semanticscholar.org/paper/The-condition-of-a-function-relative-to-a-polytope-Gutman-Pena/480fe6d826fd05d695693fc365d364fb1f53b1a0"> <meta name="viewport" content="width=device-width,initial-scale=1"> <meta charset="utf-8"> <meta name="s2-ui-version" content="44810d1bf8784bc4456df64f8b7c226120caa3a5"> <meta name="description" content="The condition number of a smooth convex function, namely the ratio of its smoothness to strong convexity constants, is closely tied to fundamental properties of the function. In particular, the condition number of a quadratic convex function is precisely the square of the diameter-to-width ratio of a canonical ellipsoid associated to the function. Furthermore, the condition number of a function bounds the linear rate of convergence of the gradient descent algorithm for unconstrained minimization. We propose a condition number of a smooth convex function relative to a reference polytope. This relative condition number is defined as the ratio of a relative smooth constant to a relative strong convexity constant of the function, where both constants are relative to the reference polytope. The relative condition number extends the main properties of the traditional condition number. In particular, we show that the condition number of a quadratic convex function relative to a polytope is precisely the square of the diameter-to-facial-distance ratio of a scaled polytope for a canonical scaling induced by the function. Furthermore, we illustrate how the relative condition number of a function bounds the linear rate of convergence of first-order methods for minimization of the function over the polytope."> <meta name="twitter:description" content="The condition number of a smooth convex function, namely the ratio of its smoothness to strong convexity constants, is closely tied to fundamental properties of the function. In particular, the condition number of a quadratic convex function is precisely the square of the diameter-to-width ratio of a canonical ellipsoid associated to the function. Furthermore, the condition number of a function bounds the linear rate of convergence of the gradient descent algorithm for unconstrained minimization. We propose a condition number of a smooth convex function relative to a reference polytope. This relative condition number is defined as the ratio of a relative smooth constant to a relative strong convexity constant of the function, where both constants are relative to the reference polytope. The relative condition number extends the main properties of the traditional condition number. In particular, we show that the condition number of a quadratic convex function relative to a polytope is precisely the square of the diameter-to-facial-distance ratio of a scaled polytope for a canonical scaling induced by the function. Furthermore, we illustrate how the relative condition number of a function bounds the linear rate of convergence of first-order methods for minimization of the function over the polytope."> <meta property="og:description" content="The condition number of a smooth convex function, namely the ratio of its smoothness to strong convexity constants, is closely tied to fundamental properties of the function. In particular, the condition number of a quadratic convex function is precisely the square of the diameter-to-width ratio of a canonical ellipsoid associated to the function. Furthermore, the condition number of a function bounds the linear rate of convergence of the gradient descent algorithm for unconstrained minimization. We propose a condition number of a smooth convex function relative to a reference polytope. This relative condition number is defined as the ratio of a relative smooth constant to a relative strong convexity constant of the function, where both constants are relative to the reference polytope. The relative condition number extends the main properties of the traditional condition number. In particular, we show that the condition number of a quadratic convex function relative to a polytope is precisely the square of the diameter-to-facial-distance ratio of a scaled polytope for a canonical scaling induced by the function. Furthermore, we illustrate how the relative condition number of a function bounds the linear rate of convergence of first-order methods for minimization of the function over the polytope."> <meta name="citation_author" content="D. Gutman"> <meta name="citation_author" content="Javier F. Pena"> <meta name="citation_title" content="The condition of a function relative to a polytope"> <meta name="citation_publication_date" content="2018"> <meta name="citation_journal_title" content="arXiv: Optimization and Control"> <meta name="citation_pdf_url" content="https://arxiv.org/pdf/1802.00271.pdf"> <meta property="og:title" content="[PDF] The condition of a function relative to a polytope | Semantic Scholar"> <meta name="twitter:title" content="[PDF] The condition of a function relative to a polytope | Semantic Scholar"> <meta property="og:image" content="https://www.semanticscholar.org/img/semantic_scholar_og.png"> <meta property="og:image:secure_url" content="https://www.semanticscholar.org/img/semantic_scholar_og.png"> <meta property="og:image:width" content="1110"> <meta property="og:image:height" content="582"> <meta name="twitter:image" content="https://www.semanticscholar.org/img/semantic_scholar_og.png"> <meta property="og:type" content="website"> <meta property="og:locale" content="en_US"> <meta property="og:image:secure_url" content="https://www.semanticscholar.org/img/semantic_scholar_og.png" /> <meta property="og:locale" content="en_US" /> <meta name="twitter:card" content="summary_large_image"> <meta name="twitter:image" content="https://www.semanticscholar.org/img/semantic_scholar_og.png" /> <meta name="twitter:site" content="@allenai_org"> <link rel="apple-touch-icon-precomposed" sizes="57x57" href="https://cdn.semanticscholar.org/cc14908dec8ae521/img/apple-touch-icon-57x57.png" class="favicon"/> <link rel="apple-touch-icon-precomposed" sizes="114x114" href="https://cdn.semanticscholar.org/cc14908dec8ae521/img/apple-touch-icon-114x114.png" class="favicon"/> <link rel="apple-touch-icon-precomposed" sizes="72x72" href="https://cdn.semanticscholar.org/cc14908dec8ae521/img/apple-touch-icon-72x72.png" class="favicon"/> <link rel="apple-touch-icon-precomposed" sizes="144x144" href="https://cdn.semanticscholar.org/cc14908dec8ae521/img/apple-touch-icon-144x144.png" class="favicon"/> <link rel="apple-touch-icon-precomposed" sizes="60x60" href="https://cdn.semanticscholar.org/cc14908dec8ae521/img/apple-touch-icon-60x60.png" class="favicon"/> <link rel="apple-touch-icon-precomposed" sizes="120x120" href="https://cdn.semanticscholar.org/cc14908dec8ae521/img/apple-touch-icon-120x120.png" class="favicon"/> <link rel="apple-touch-icon-precomposed" sizes="76x76" href="https://cdn.semanticscholar.org/cc14908dec8ae521/img/apple-touch-icon-76x76.png" class="favicon"/> <link rel="apple-touch-icon-precomposed" sizes="152x152" href="https://cdn.semanticscholar.org/cc14908dec8ae521/img/apple-touch-icon-152x152.png" class="favicon"/> <link rel="icon" type="image/png" href="https://cdn.semanticscholar.org/cc14908dec8ae521/img/favicon-196x196.png" sizes="196x196" class="favicon"/> <link rel="icon" type="image/png" href="https://cdn.semanticscholar.org/cc14908dec8ae521/img/favicon-96x96.png" sizes="96x96" class="favicon"/> <link rel="icon" type="image/png" href="https://cdn.semanticscholar.org/cc14908dec8ae521/img/favicon-32x32.png" sizes="32x32" class="favicon"/> <link rel="icon" type="image/png" href="https://cdn.semanticscholar.org/cc14908dec8ae521/img/favicon-16x16.png" sizes="16x16" class="favicon"/> <link rel="icon" type="image/png" href="https://cdn.semanticscholar.org/cc14908dec8ae521/img/favicon-128.png" sizes="128x128" class="favicon"/> <meta name="application-name" content=" "/> <meta name="msapplication-TileColor" content="#FFFFFF" /> <meta name="msapplication-TileImage" content="https://cdn.semanticscholar.org/cc14908dec8ae521/img/mstile-144x144.png" class="favicon"/> <meta name="msapplication-square70x70logo" content="https://cdn.semanticscholar.org/cc14908dec8ae521/img/mstile-70x70.png" class="favicon"/> <meta name="msapplication-square150x150logo" content="https://cdn.semanticscholar.org/cc14908dec8ae521/img/mstile-150x150.png" class="favicon"/> <meta name="msapplication-wide310x150logo" content="https://cdn.semanticscholar.org/cc14908dec8ae521/img/mstile-310x150.png" class="favicon"/> <meta name="msapplication-square310x310logo" content="https://cdn.semanticscholar.org/cc14908dec8ae521/img/mstile-310x310.png" class="favicon"/> <script type="text/javascript"> (function(){function c(b){b&&Array.from(d).forEach(function(a){a.href&&(a.href=a.href.replace("/img/","/img/darkmode/"));a.content&&(a.content=a.content.replace("/img/","/img/darkmode/"))})}var e=window.matchMedia("(prefers-color-scheme: dark)").matches||!1,d=document.getElementsByClassName("favicon");try{window.matchMedia("(prefers-color-scheme: dark)").addEventListener("change",function(b){c(b.matches)})}catch(b){try{window.matchMedia("(prefers-color-scheme: dark)").addListener(function(a){c(a.matches)})}catch(a){console.error(a)}}c(e)})(); 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In particular, the condition number of a quadratic convex function is precisely the square of the diameter-to-width ratio of a canonical ellipsoid associated to the function. Furthermore, the condition number of a function bounds the linear rate of convergence of the gradient descent algorithm for unconstrained minimization. \nWe propose a condition number of a smooth convex function relative to a reference polytope. This relative condition number is defined as the ratio of a relative smooth constant to a relative strong convexity constant of the function, where both constants are relative to the reference polytope. The relative condition number extends the main properties of the traditional condition number. In particular, we show that the condition number of a quadratic convex function relative to a polytope is precisely the square of the diameter-to-facial-distance ratio of a scaled polytope for a canonical scaling induced by the function. Furthermore, we illustrate how the relative condition number of a function bounds the linear rate of convergence of first-order methods for minimization of the function over the polytope.","author":[{"@type":"Person","name":"D. Gutman","mainEntityOfPage":"/author/D.-Gutman/40361886"},{"@type":"Person","name":"Javier F. 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Furthermore, the condition number of a function bounds the linear rate of convergence of the gradient descent algorithm for unconstrained minimization. \nWe propose a condition number of a smooth convex function relative to a reference polytope. This relative condition number is defined as the ratio of a relative smooth constant to a relative strong convexity constant of the function, where both constants are relative to the reference polytope. The relative condition number extends the main properties of the traditional condition number. In particular, we show that the condition number of a quadratic convex function relative to a polytope is precisely the square of the diameter-to-facial-distance ratio of a scaled polytope for a canonical scaling induced by the function. Furthermore, we illustrate how the relative condition number of a function bounds the linear rate of convergence of first-order methods for minimization of the function over the polytope.","author":[{"@type":"Person","name":"D. Gutman","mainEntityOfPage":"/author/D.-Gutman/40361886"},{"@type":"Person","name":"Javier F. 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data-heap-id="new_ab_framework_mock_ab" data-heap-group="control"><div class="fresh-paper-detail-page__above-the-fold"><div class="centered-max-width-content"><div class="flex-container flex-row flex-column-med flex-relative-pos fresh-paper-detail-page__top-container"><div class="flex-item flex-item--width-66 flex-item__left-column"><div class="fresh-paper-detail-page__header" data-test-id="paper-detail-page-header"><ul class="paper-meta paper-detail__paper-meta-top" data-test-id="paper-meta-subhead"><li data-test-id="corpus-id">Corpus ID: 53311845</li></ul><h1 data-test-id="paper-detail-title">The condition of a function relative to a polytope</h1><pre class="bibtex-citation" data-nosnippet="true">@article{Gutman2018TheCO, title={The condition of a function relative to a polytope}, author={David Huckleberry Gutman and Javier F. Pena}, journal={arXiv: Optimization and Control}, year={2018}, url={https://api.semanticscholar.org/CorpusID:53311845} }</pre><ul class="flex-row-vcenter paper-meta"><li class="paper-meta-item"><span class="paper-meta" data-test-id="paper-meta-subhead"><span class="author-list"><span data-heap-id="heap_author_list_item" data-heap-author-id="40361886" data-test-id="author-list"><a class="author-list__link author-list__author-name" href="/author/D.-Gutman/40361886"><span class=""><span>D. Gutman</span></span></a></span><span data-heap-id="heap_author_list_item" data-heap-author-id="145055007" data-test-id="author-list"><span aria-hidden="true">, </span><a class="author-list__link author-list__author-name" href="/author/Javier-F.-Pena/145055007"><span class=""><span>Javier F. Pena</span></span></a></span></span></span></li><li class="paper-meta-item"><span data-test-id="year-and-venue">Published <span data-test-id="paper-year"><span class=""><span>1 February 2018</span></span></span></span></li><li class="paper-meta-item">Mathematics</li><li class="paper-meta-item"><span data-heap-id="paper-meta-journal">arXiv: Optimization and Control</span></li></ul><div class="tldr-abstract-replacement paper-detail-page__tldr-abstract" data-test-id="no-highlight-abstract-text"><div class="text-truncator abstract__text text--preline"><span data-test-id="text-truncator-text">The condition number of a smooth convex function, namely the ratio of its smoothness to strong convexity constants, is closely tied to fundamental properties of the function. In particular, the condition number of a quadratic convex function is precisely the square of the diameter-to-width ratio of a canonical ellipsoid associated to the function. Furthermore, the condition number of a function bounds the linear rate of convergence of the gradient descent algorithm for unconstrained… </span><button aria-label="Expand truncated text" data-test-id="text-truncator-toggle" tabindex="0" data-heap-id="text_truncator_toggle" type="submit" class="cl-button cl-button--no-arrow-divider cl-button--not-icon-only cl-button--no-icon cl-button--has-label cl-button--font-size- cl-button--icon-pos-left cl-button--shape-rectangle cl-button--size-default cl-button--type-tertiary cl-button--density-default text-truncator__toggle more-toggle mod-clickable more"><span class="cl-button__label">Expand</span></button></div></div><div class="flex-container flex-wrap flex-paper-actions__group"><div class="flex-item alternate-sources"><div class="flex-container flex-paper-actions__item-container reader__container"><a class="link-button--no-underline" aria-describedby="semantic-reader-tooltip" data-test-id="reader-button" 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Influenced Papers</option><option value="total-citations" data-test-id="sort-by-total-citations">Sort by Citation Count</option><option value="pub-date" data-test-id="sort-by-pub-date">Sort by Recency</option></select><svg aria-hidden="true" height="12" width="12" class="dropdown-arrow-icon icon-svg icon-disclosure" alt="" data-test-id="icon-disclosure"><use xlink:href="#disclosure"></use></svg></div></div></div></div></div><div class="card-content"><div class="paper-detail-content-card result-page" data-test-id="cited-by"><div class="citation-list__citations"><div class="cl-paper-row citation-list__paper-row" data-paper-id="7fabcd97688d107ca38ad5683e906a3335f2226b"><a class="link-button--show-visited" data-heap-id="citation_title" data-heap-paper-id="7fabcd97688d107ca38ad5683e906a3335f2226b" data-heap-citation-type="citingPapers" data-heap-has-intents="true" data-test-id="citation-paper-title" href="/paper/A-Cyclic-Coordinate-Descent-Method-for-Convex-on-Mazumder-Wang/7fabcd97688d107ca38ad5683e906a3335f2226b"><h3 id="paper-7fabcd97688d107ca38ad5683e906a3335f2226b" class="cl-paper-title" tabindex="" aria-describedby="">A Cyclic Coordinate Descent Method for Convex Optimization on Polytopes</h3></a><ul class="cl-paper__bulleted-row"><span class="cl-paper-authors"><span data-heap-id="citation_author" data-heap-author-id="48912652" data-test-id="author-list"><a class="cl-paper-authors__author-box notranslate cl-paper-authors__author-box__with-background" href="/author/R.-Mazumder/48912652"><span class=""><span>R. Mazumder</span></span></a></span><span data-heap-id="citation_author" data-heap-author-id="46506087" data-test-id="author-list"><a class="cl-paper-authors__author-box notranslate cl-paper-authors__author-box__with-background" href="/author/Haoyue-Wang/46506087"><span class=""><span>Haoyue Wang</span></span></a></span></span><div class="cl-paper__bulleted-row__item"><span class="cl-paper-fos">Mathematics, Computer Science</span></div><li class="cl-paper__bulleted-row__item"><span class="cl-paper-pubdates"><span>2023</span></span></li></ul><div class="tldr-abstract-replacement text-truncator"><div class="cl-dropdown cl-dropdown--arrow-pos-top-left tldr-abstract__pill"><div class="cl-dropdown__button"><button type="submit" class="cl-button cl-button--no-arrow-divider cl-button--not-icon-only cl-button--no-icon cl-button--has-label cl-button--font-size- cl-button--icon-pos-left cl-button--shape-rectangle cl-button--size-default cl-button--type-default cl-button--density-default tldr-abstract-replacement__pill mod-clickable"><span class="cl-button__label">TLDR</span></button></div><div class="cl-dropdown__popover"></div></div><span class=""><span>This paper proposes PolyCDwA, a variant of PolyCD with away steps which has a linear convergence rate when the loss function is smooth and strongly convex and proves that PolyCD has a O(1/k) convergence rate for smooth convex objectives.</span></span><button aria-label="Expand truncated text" type="submit" class="cl-button cl-button--no-arrow-divider cl-button--not-icon-only cl-button--no-icon cl-button--has-label cl-button--font-size- cl-button--icon-pos-left cl-button--shape-rectangle cl-button--size-default cl-button--type-tertiary cl-button--density-default more mod-clickable more-toggle"><span class="cl-button__label">Expand</span></button></div><div class="cl-paper__bulleted-row cl-paper-controls"><div class="cl-paper-controls__stats"><ul class="cl-paper-stats-list" data-test-id="citation-stats"><a 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aria-label="Save to Library" data-heap-id="save_to_library" data-test-id="cl-paper-library" type="submit" class="cl-button cl-button--no-arrow-divider cl-button--not-icon-only cl-button--has-icon cl-button--has-label cl-button--font-size- cl-button--icon-pos-left cl-button--shape-rectangle cl-button--size-default cl-button--type-tertiary cl-button--density-default cl-icon-button cl-paper-action__button cl-paper-action__button__library-button cl-paper-action__button--blue-outline"><span class="cl-button__icon"><svg aria-hidden="true" height="11" width="11" alt="" class="icon-svg icon-fa-bookmark" data-test-id="icon-fa-bookmark"><use xlink:href="#fa-bookmark"></use></svg></span><span class="cl-button__label">Save</span></button></div></div></div></div><div class="cl-paper-controls__expanded-content"></div></div><div class="cl-paper-row citation-list__paper-row" data-paper-id="77aaee451417896b4249e7d68753bc6067ce1c4b"><a class="link-button--show-visited" data-heap-id="citation_title" data-heap-paper-id="77aaee451417896b4249e7d68753bc6067ce1c4b" data-heap-citation-type="citingPapers" data-heap-has-intents="false" data-test-id="citation-paper-title" href="/paper/An-algorithm-to-compute-the-Hoffman-constant-of-a-Pena-Vera/77aaee451417896b4249e7d68753bc6067ce1c4b"><h3 id="paper-77aaee451417896b4249e7d68753bc6067ce1c4b" class="cl-paper-title" tabindex="" aria-describedby="">An algorithm to compute the Hoffman constant of a system of linear constraints</h3></a><ul class="cl-paper__bulleted-row"><span class="cl-paper-authors"><span data-heap-id="citation_author" data-heap-author-id="145055007" data-test-id="author-list"><a class="cl-paper-authors__author-box notranslate cl-paper-authors__author-box__with-background" href="/author/Javier-F.-Pena/145055007"><span class=""><span>Javier F. Pena</span></span></a></span><span data-heap-id="citation_author" data-heap-author-id="153120462" data-test-id="author-list"><a class="cl-paper-authors__author-box notranslate cl-paper-authors__author-box__with-background" href="/author/Juan-C.-Vera/153120462"><span class=""><span>Juan C. Vera</span></span></a></span><span data-heap-id="citation_author" data-heap-author-id="143700602" data-test-id="author-list"><a class="cl-paper-authors__author-box notranslate cl-paper-authors__author-box__with-background" href="/author/L.-Zuluaga/143700602"><span class=""><span>L. Zuluaga</span></span></a></span></span><div class="cl-paper__bulleted-row__item"><span class="cl-paper-fos">Mathematics, Computer Science</span></div><li class="cl-paper__bulleted-row__item"><span class="cl-paper-pubdates"><span>2018</span></span></li></ul><div class="tldr-abstract-replacement text-truncator"><div class="cl-dropdown cl-dropdown--arrow-pos-top-left tldr-abstract__pill"><div class="cl-dropdown__button"><button type="submit" class="cl-button cl-button--no-arrow-divider cl-button--not-icon-only cl-button--no-icon cl-button--has-label cl-button--font-size- cl-button--icon-pos-left cl-button--shape-rectangle cl-button--size-default cl-button--type-default cl-button--density-default tldr-abstract-replacement__pill mod-clickable"><span class="cl-button__label">TLDR</span></button></div><div class="cl-dropdown__popover"></div></div><span class=""><span>A combinatorial algorithm to compute the Hoffman constant of a system of linear equations and inequalities as the largest of a finite canonical collection of easy-to-compute Hoffman constants is proposed.</span></span><button aria-label="Expand truncated text" type="submit" class="cl-button cl-button--no-arrow-divider cl-button--not-icon-only cl-button--no-icon cl-button--has-label cl-button--font-size- cl-button--icon-pos-left cl-button--shape-rectangle cl-button--size-default cl-button--type-tertiary cl-button--density-default more mod-clickable more-toggle"><span class="cl-button__label">Expand</span></button></div><div class="cl-paper__bulleted-row cl-paper-controls"><div class="cl-paper-controls__stats"><ul class="cl-paper-stats-list" data-test-id="citation-stats"><li aria-label="7 Citations" class="cl-paper-stats__item"><a aria-label="Visit citations for this paper" href="/paper/77aaee451417896b4249e7d68753bc6067ce1c4b#citing-papers" class="cl-paper-stats__citation-pdp-link"><div class="cl-paper-stat cl-paper-stat__with-border"><svg aria-hidden="true" width="12" height="12" class="cl-paper-stats__icon 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class="link-button--show-visited" data-heap-id="citation_title" data-heap-paper-id="0881d4bac366052af9dc92f3955973ec1ee750ee" data-heap-citation-type="citingPapers" data-heap-has-intents="true" data-test-id="citation-paper-title" href="/paper/Projection-Free-Optimization-on-Uniformly-Convex-Kerdreux-d'Aspremont/0881d4bac366052af9dc92f3955973ec1ee750ee"><h3 id="paper-0881d4bac366052af9dc92f3955973ec1ee750ee" class="cl-paper-title" tabindex="" aria-describedby="">Projection-Free Optimization on Uniformly Convex Sets</h3></a><ul class="cl-paper__bulleted-row"><span class="cl-paper-authors"><span data-heap-id="citation_author" data-heap-author-id="40900821" data-test-id="author-list"><a class="cl-paper-authors__author-box notranslate cl-paper-authors__author-box__with-background" href="/author/Thomas-Kerdreux/40900821"><span class=""><span>Thomas Kerdreux</span></span></a></span><span data-heap-id="citation_author" data-heap-author-id="1387902104" data-test-id="author-list"><a class="cl-paper-authors__author-box notranslate cl-paper-authors__author-box__with-background" href="/author/A.-d'Aspremont/1387902104"><span class=""><span>A. d'Aspremont</span></span></a></span><span data-heap-id="citation_author" data-heap-author-id="145729210" data-test-id="author-list"><a class="cl-paper-authors__author-box notranslate cl-paper-authors__author-box__with-background" href="/author/S.-Pokutta/145729210"><span class=""><span>S. Pokutta</span></span></a></span></span><div class="cl-paper__bulleted-row__item"><span class="cl-paper-fos">Mathematics, Computer Science</span></div><div class="cl-paper__bulleted-row__item"><a class="cl-paper-venue cl-paper-venue--paper-metadata" data-heap-id="paper-meta-venue" href="/venue?name=AISTATS">AISTATS</a></div><li class="cl-paper__bulleted-row__item"><span class="cl-paper-pubdates"><span>2021</span></span></li></ul><div class="tldr-abstract-replacement text-truncator"><div class="cl-dropdown cl-dropdown--arrow-pos-top-left tldr-abstract__pill"><div class="cl-dropdown__button"><button type="submit" class="cl-button cl-button--no-arrow-divider cl-button--not-icon-only cl-button--no-icon cl-button--has-label cl-button--font-size- cl-button--icon-pos-left cl-button--shape-rectangle cl-button--size-default cl-button--type-default cl-button--density-default tldr-abstract-replacement__pill mod-clickable"><span class="cl-button__label">TLDR</span></button></div><div class="cl-dropdown__popover"></div></div><span class=""><span>This work shows accelerated convergence rates when the set is only locally uniformly convex and provides similar results in online linear optimization, highlighting that the Frank-Wolfe algorithm is adaptive to much more generic constraint set structures, thus explaining faster empirical convergence.</span></span><button aria-label="Expand truncated text" type="submit" class="cl-button cl-button--no-arrow-divider cl-button--not-icon-only cl-button--no-icon cl-button--has-label cl-button--font-size- cl-button--icon-pos-left cl-button--shape-rectangle cl-button--size-default cl-button--type-tertiary cl-button--density-default more mod-clickable more-toggle"><span class="cl-button__label">Expand</span></button></div><div class="cl-paper__bulleted-row cl-paper-controls"><div class="cl-paper-controls__stats"><ul class="cl-paper-stats-list" data-test-id="citation-stats"><li aria-label="35 Citations" class="cl-paper-stats__item"><a 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cl-paper-controls__flags" data-test-id="citation"><div class="citation__body"><ul class="cl-paper__bulleted-row"><li class="cl-paper__bulleted-row__item cl-paper-flag__popover-button"><button data-heap-id="citation_box" data-heap-paper-id="0881d4bac366052af9dc92f3955973ec1ee750ee" data-heap-type="excerpt" data-heap-citation-type="citingPapers" data-test-id="excerpt" aria-expanded="false" type="submit" class="cl-button cl-button--no-arrow-divider cl-button--not-icon-only cl-button--has-icon cl-button--has-label cl-button--font-size- cl-button--icon-pos-left cl-button--shape-rectangle cl-button--size-default cl-button--type-tertiary cl-button--density-default cl-icon-button cl-paper-flag__flag-button"><span class="cl-button__icon"><svg aria-hidden="true" height="11" width="11" alt="" class="icon-svg icon-excerpt" data-test-id="icon-excerpt"><use xlink:href="#excerpt"></use></svg></span><span class="cl-button__label">1 Excerpt</span></button></li></ul></div></div><div class="flex-row 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data-paper-id="ec5402cd3aaf0499a50546bac8f73db4efb9bbd1"><a class="link-button--show-visited" data-heap-id="citation_title" data-heap-paper-id="ec5402cd3aaf0499a50546bac8f73db4efb9bbd1" data-heap-citation-type="citingPapers" data-heap-has-intents="false" data-test-id="citation-paper-title" href="/paper/Frank-Wolfe-on-Uniformly-Convex-Sets-Kerdreux-d'Aspremont/ec5402cd3aaf0499a50546bac8f73db4efb9bbd1"><h3 id="paper-ec5402cd3aaf0499a50546bac8f73db4efb9bbd1" class="cl-paper-title" tabindex="" aria-describedby="">Frank-Wolfe on Uniformly Convex Sets</h3></a><ul class="cl-paper__bulleted-row"><span class="cl-paper-authors"><span data-heap-id="citation_author" data-heap-author-id="40900821" data-test-id="author-list"><a class="cl-paper-authors__author-box notranslate cl-paper-authors__author-box__with-background" href="/author/Thomas-Kerdreux/40900821"><span class=""><span>Thomas Kerdreux</span></span></a></span><span data-heap-id="citation_author" data-heap-author-id="1387902104" data-test-id="author-list"><a class="cl-paper-authors__author-box notranslate cl-paper-authors__author-box__with-background" href="/author/A.-d'Aspremont/1387902104"><span class=""><span>A. d'Aspremont</span></span></a></span></span><div class="cl-paper__bulleted-row__item"><span class="cl-paper-fos">Mathematics, Computer Science</span></div><li class="cl-paper__bulleted-row__item"><span class="cl-paper-pubdates"><span>2020</span></span></li></ul><div class="tldr-abstract-replacement text-truncator"><div class="cl-dropdown cl-dropdown--arrow-pos-top-left tldr-abstract__pill"><div class="cl-dropdown__button"><button type="submit" class="cl-button cl-button--no-arrow-divider cl-button--not-icon-only cl-button--no-icon cl-button--has-label cl-button--font-size- cl-button--icon-pos-left cl-button--shape-rectangle cl-button--size-default cl-button--type-default cl-button--density-default tldr-abstract-replacement__pill mod-clickable"><span class="cl-button__label">TLDR</span></button></div><div class="cl-dropdown__popover"></div></div><span class=""><span>It is emphasized that it is the curvature of the constraint sets -- not just their strong convexity -- that leads to accelerated convergence rates for Frank-Wolfe, thus explaining faster empirical convergence.</span></span><button aria-label="Expand truncated text" type="submit" class="cl-button cl-button--no-arrow-divider cl-button--not-icon-only cl-button--no-icon cl-button--has-label cl-button--font-size- cl-button--icon-pos-left cl-button--shape-rectangle cl-button--size-default cl-button--type-tertiary cl-button--density-default more mod-clickable more-toggle"><span class="cl-button__label">Expand</span></button></div><div class="cl-paper__bulleted-row cl-paper-controls"><div class="cl-paper-controls__stats"><ul class="cl-paper-stats-list" data-test-id="citation-stats"><li aria-label="3 Citations" class="cl-paper-stats__item"><a aria-label="Visit citations for this 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class="cl-button__label">Save</span></button></div></div></div></div><div class="cl-paper-controls__expanded-content"></div></div><div class="cl-paper-row citation-list__paper-row" data-paper-id="95d068641a78f6ae2a7c1455e678c1c7883c2725"><a class="link-button--show-visited" data-heap-id="citation_title" data-heap-paper-id="95d068641a78f6ae2a7c1455e678c1c7883c2725" data-heap-citation-type="citingPapers" data-heap-has-intents="true" data-test-id="citation-paper-title" href="/paper/Conditional-Gradients-for-the-Approximately-Ideal-Wirth-Pokutta/95d068641a78f6ae2a7c1455e678c1c7883c2725"><h3 id="paper-95d068641a78f6ae2a7c1455e678c1c7883c2725" class="cl-paper-title" tabindex="" aria-describedby="">Conditional Gradients for the Approximately Vanishing Ideal</h3></a><ul class="cl-paper__bulleted-row"><span class="cl-paper-authors"><span data-heap-id="citation_author" data-heap-author-id="2106386023" data-test-id="author-list"><a class="cl-paper-authors__author-box notranslate cl-paper-authors__author-box__with-background" href="/author/E.-Wirth/2106386023"><span class=""><span>E. Wirth</span></span></a></span><span data-heap-id="citation_author" data-heap-author-id="145729210" data-test-id="author-list"><a class="cl-paper-authors__author-box notranslate cl-paper-authors__author-box__with-background" href="/author/S.-Pokutta/145729210"><span class=""><span>S. Pokutta</span></span></a></span></span><div class="cl-paper__bulleted-row__item"><span class="cl-paper-fos">Mathematics, Computer Science</span></div><div class="cl-paper__bulleted-row__item"><a class="cl-paper-venue cl-paper-venue--paper-metadata" data-heap-id="paper-meta-venue" href="/venue?name=AISTATS">AISTATS</a></div><li class="cl-paper__bulleted-row__item"><span class="cl-paper-pubdates"><span>2022</span></span></li></ul><div class="tldr-abstract-replacement text-truncator"><div class="cl-dropdown cl-dropdown--arrow-pos-top-left tldr-abstract__pill"><div class="cl-dropdown__button"><button type="submit" class="cl-button cl-button--no-arrow-divider cl-button--not-icon-only cl-button--no-icon cl-button--has-label cl-button--font-size- cl-button--icon-pos-left cl-button--shape-rectangle cl-button--size-default cl-button--type-default cl-button--density-default tldr-abstract-replacement__pill mod-clickable"><span class="cl-button__label">TLDR</span></button></div><div class="cl-dropdown__popover"></div></div><span class=""><span>In CGAVI, the set of generators constructed by solving instances of (constrained) convex optimization problems with the Pairwise Frank-Wolfe algorithm inherit the LASSO generalization bound and not only vanish on the training but also on out-sample data.</span></span><button aria-label="Expand truncated text" type="submit" class="cl-button cl-button--no-arrow-divider cl-button--not-icon-only cl-button--no-icon cl-button--has-label cl-button--font-size- cl-button--icon-pos-left cl-button--shape-rectangle cl-button--size-default cl-button--type-tertiary cl-button--density-default more mod-clickable more-toggle"><span class="cl-button__label">Expand</span></button></div><div class="cl-paper__bulleted-row cl-paper-controls"><div class="cl-paper-controls__stats"><ul class="cl-paper-stats-list" data-test-id="citation-stats"><li aria-label="7 Citations" class="cl-paper-stats__item"><a aria-label="Visit citations for this paper" 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class="link-button--show-visited" data-heap-id="citation_title" data-heap-paper-id="3b193b667dd1022cb7a4dab212c01c8f02e12b6c" data-heap-citation-type="citingPapers" data-heap-has-intents="true" data-test-id="citation-paper-title" href="/paper/Blended-Conditional-Gradients%3A-the-unconditioning-Braun-Pokutta/3b193b667dd1022cb7a4dab212c01c8f02e12b6c"><h3 id="paper-3b193b667dd1022cb7a4dab212c01c8f02e12b6c" class="cl-paper-title" tabindex="" aria-describedby="">Blended Conditional Gradients: the unconditioning of conditional gradients</h3></a><ul class="cl-paper__bulleted-row"><span class="cl-paper-authors"><span data-heap-id="citation_author" data-heap-author-id="51282037" data-test-id="author-list"><a class="cl-paper-authors__author-box notranslate cl-paper-authors__author-box__with-background" href="/author/G%C3%A1bor-Braun/51282037"><span class=""><span>Gábor Braun</span></span></a></span><span data-heap-id="citation_author" data-heap-author-id="145729210" data-test-id="author-list"><a class="cl-paper-authors__author-box notranslate cl-paper-authors__author-box__with-background" href="/author/S.-Pokutta/145729210"><span class=""><span>S. Pokutta</span></span></a></span><span data-heap-id="citation_author" data-heap-author-id="2053095755" data-test-id="author-list"><a class="cl-paper-authors__author-box notranslate cl-paper-authors__author-box__with-background" href="/author/Dan-Tu/2053095755"><span class=""><span>Dan Tu</span></span></a></span><span data-heap-id="citation_author" data-heap-author-id="152506763" data-test-id="author-list"><a class="cl-paper-authors__author-box notranslate cl-paper-authors__author-box__with-background" href="/author/S.-Wright/152506763"><span class=""><span>S. Wright</span></span></a></span></span><div class="cl-paper__bulleted-row__item"><span class="cl-paper-fos">Computer Science, Mathematics</span></div><div class="cl-paper__bulleted-row__item"><a class="cl-paper-venue cl-paper-venue--paper-metadata" data-heap-id="paper-meta-venue" href="/venue?name=ICML">ICML 2019</a></div><li class="cl-paper__bulleted-row__item"><span class="cl-paper-pubdates"><span>2018</span></span></li></ul><div class="tldr-abstract-replacement text-truncator"><div class="cl-dropdown cl-dropdown--arrow-pos-top-left tldr-abstract__pill"><div class="cl-dropdown__button"><button type="submit" class="cl-button cl-button--no-arrow-divider cl-button--not-icon-only cl-button--no-icon cl-button--has-label cl-button--font-size- cl-button--icon-pos-left cl-button--shape-rectangle cl-button--size-default cl-button--type-default cl-button--density-default tldr-abstract-replacement__pill mod-clickable"><span class="cl-button__label">TLDR</span></button></div><div class="cl-dropdown__popover"></div></div><span class=""><span>This work presents a blended conditional gradient approach for minimizing a smooth convex function over a polytope P, combining the Frank--Wolfe algorithm with gradient-based steps, achieving linear convergence for strongly convex functions, along with good practical performance.</span></span><button aria-label="Expand truncated text" type="submit" class="cl-button cl-button--no-arrow-divider cl-button--not-icon-only cl-button--no-icon cl-button--has-label cl-button--font-size- cl-button--icon-pos-left cl-button--shape-rectangle cl-button--size-default cl-button--type-tertiary cl-button--density-default more mod-clickable more-toggle"><span class="cl-button__label">Expand</span></button></div><div class="cl-paper__bulleted-row cl-paper-controls"><div class="cl-paper-controls__stats"><ul class="cl-paper-stats-list" data-test-id="citation-stats"><li aria-label="24 Citations" class="cl-paper-stats__item"><a aria-label="Visit 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class="cl-paper-authors__author-box notranslate cl-paper-authors__author-box__with-background" href="/author/Alejandro-Carderera/146035065"><span class=""><span>Alejandro Carderera</span></span></a></span><span data-heap-id="citation_author" data-heap-author-id="9727549" data-test-id="author-list"><a class="cl-paper-authors__author-box notranslate cl-paper-authors__author-box__with-background" href="/author/Jelena-Diakonikolas/9727549"><span class=""><span>Jelena Diakonikolas</span></span></a></span><span data-heap-id="citation_author" data-heap-author-id="2050154245" data-test-id="author-list"><a class="cl-paper-authors__author-box notranslate cl-paper-authors__author-box__with-background" href="/author/Cheuk-Yin-Lin/2050154245"><span class=""><span>Cheuk Yin Lin</span></span></a></span><span data-heap-id="citation_author" data-heap-author-id="145729210" data-test-id="author-list"><a class="cl-paper-authors__author-box notranslate cl-paper-authors__author-box__with-background" href="/author/S.-Pokutta/145729210"><span class=""><span>S. Pokutta</span></span></a></span></span><div class="cl-paper__bulleted-row__item"><span class="cl-paper-fos">Computer Science, Mathematics</span></div><div class="cl-paper__bulleted-row__item"><a class="cl-paper-venue cl-paper-venue--paper-metadata" data-heap-id="paper-meta-venue" href="/venue?name=ICML">ICML</a></div><li class="cl-paper__bulleted-row__item"><span class="cl-paper-pubdates"><span>2021</span></span></li></ul><div class="tldr-abstract-replacement text-truncator"><div class="cl-dropdown cl-dropdown--arrow-pos-top-left tldr-abstract__pill"><div class="cl-dropdown__button"><button type="submit" class="cl-button cl-button--no-arrow-divider cl-button--not-icon-only cl-button--no-icon cl-button--has-label cl-button--font-size- cl-button--icon-pos-left cl-button--shape-rectangle cl-button--size-default cl-button--type-default cl-button--density-default tldr-abstract-replacement__pill mod-clickable"><span class="cl-button__label">TLDR</span></button></div><div class="cl-dropdown__popover"></div></div><span class=""><span>A novel, Parameter-Free Locally accelerated CG (PF-La CG) algorithm, for which rigorous convergence guarantees are provided, which demonstrates local acceleration and showcases the practical improvements of PF-LaCG over non-accelerated algorithms, both in terms of iteration count and wall-clock time.</span></span><button aria-label="Expand truncated text" type="submit" class="cl-button cl-button--no-arrow-divider cl-button--not-icon-only cl-button--no-icon cl-button--has-label cl-button--font-size- cl-button--icon-pos-left cl-button--shape-rectangle cl-button--size-default cl-button--type-tertiary cl-button--density-default more mod-clickable more-toggle"><span class="cl-button__label">Expand</span></button></div><div class="cl-paper__bulleted-row cl-paper-controls"><div class="cl-paper-controls__stats"><ul class="cl-paper-stats-list" data-test-id="citation-stats"><li aria-label="7 Citations" class="cl-paper-stats__item"><a 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data-test-id="icon-fa-bookmark"><use xlink:href="#fa-bookmark"></use></svg></span><span class="cl-button__label">Save</span></button></div></div></div></div><div class="cl-paper-controls__expanded-content"></div></div><div class="cl-paper-row citation-list__paper-row" data-paper-id="a4b8e14f7dcb3cd5f5859399a228ee2bd368d92c"><a class="link-button--show-visited" data-heap-id="citation_title" data-heap-paper-id="a4b8e14f7dcb3cd5f5859399a228ee2bd368d92c" data-heap-citation-type="citingPapers" data-heap-has-intents="false" data-test-id="citation-paper-title" href="/paper/Frank-Wolfe-Methods-with-an-Unbounded-Feasible-and-Wang-Lu/a4b8e14f7dcb3cd5f5859399a228ee2bd368d92c"><h3 id="paper-a4b8e14f7dcb3cd5f5859399a228ee2bd368d92c" class="cl-paper-title" tabindex="" aria-describedby="">Frank-Wolfe Methods with an Unbounded Feasible Region and Applications to Structured Learning</h3></a><ul class="cl-paper__bulleted-row"><span class="cl-paper-authors"><span data-heap-id="citation_author" data-heap-author-id="46506087" data-test-id="author-list"><a class="cl-paper-authors__author-box notranslate cl-paper-authors__author-box__with-background" href="/author/Haoyue-Wang/46506087"><span class=""><span>Haoyue Wang</span></span></a></span><span data-heap-id="citation_author" data-heap-author-id="9537209" data-test-id="author-list"><a class="cl-paper-authors__author-box notranslate cl-paper-authors__author-box__with-background" href="/author/Haihao-Lu/9537209"><span class=""><span>Haihao Lu</span></span></a></span><span data-heap-id="citation_author" data-heap-author-id="48912652" data-test-id="author-list"><a class="cl-paper-authors__author-box notranslate cl-paper-authors__author-box__with-background" href="/author/R.-Mazumder/48912652"><span class=""><span>R. Mazumder</span></span></a></span></span><div class="cl-paper__bulleted-row__item"><span class="cl-paper-fos">Computer Science, Mathematics</span></div><div class="cl-paper__bulleted-row__item"><a class="cl-paper-venue cl-paper-venue--paper-metadata" data-heap-id="paper-meta-venue" href="/venue?name=SIAM%20J.%20Optim.">SIAM J. Optim.</a></div><li class="cl-paper__bulleted-row__item"><span class="cl-paper-pubdates"><span>2022</span></span></li></ul><div class="tldr-abstract-replacement text-truncator"><div class="cl-dropdown cl-dropdown--arrow-pos-top-left tldr-abstract__pill"><div class="cl-dropdown__button"><button type="submit" class="cl-button cl-button--no-arrow-divider cl-button--not-icon-only cl-button--no-icon cl-button--has-label cl-button--font-size- cl-button--icon-pos-left cl-button--shape-rectangle cl-button--size-default cl-button--type-default cl-button--density-default tldr-abstract-replacement__pill mod-clickable"><span class="cl-button__label">TLDR</span></button></div><div class="cl-dropdown__popover"></div></div><span class=""><span>It is shown that under proper regularity conditions, the unbounded Frank-Wolfe method has a $O(1/k)$ sublinear convergence rate, and unbounded Away-Step Frank- Wolfe method is matching the best-known results for the Frank- wolfe method when the feasible region is bounded.</span></span><button aria-label="Expand truncated text" type="submit" class="cl-button cl-button--no-arrow-divider cl-button--not-icon-only cl-button--no-icon cl-button--has-label cl-button--font-size- cl-button--icon-pos-left cl-button--shape-rectangle cl-button--size-default cl-button--type-tertiary cl-button--density-default more mod-clickable more-toggle"><span class="cl-button__label">Expand</span></button></div><div class="cl-paper__bulleted-row cl-paper-controls"><div class="cl-paper-controls__stats"><ul class="cl-paper-stats-list" data-test-id="citation-stats"><li aria-label="3 Citations" class="cl-paper-stats__item"><a aria-label="Visit citations for this paper" href="/paper/a4b8e14f7dcb3cd5f5859399a228ee2bd368d92c#citing-papers" class="cl-paper-stats__citation-pdp-link"><div class="cl-paper-stat cl-paper-stat__with-border"><svg aria-hidden="true" width="12" height="12" class="cl-paper-stats__icon icon-svg icon-cited-by" alt="" data-test-id="icon-cited-by"><use xlink:href="#cited-by"></use></svg>3</div></a></li><a target="_blank" class="cl-paper-action__reader-link link-button--no-underline link-button--in-new-tab" aria-describedby="cl-paper-reader-button-tooltip" data-test-id="cl-paper-reader-button" aria-label="Semantic Reader, an AI-powered PDF reader" href="/reader/a4b8e14f7dcb3cd5f5859399a228ee2bd368d92c"><a class="icon-button cl-paper-action__reader-button cl-paper-action__reader-button--square-corner" data-test-id="cl-paper-reader-button" data-heap-id="reader_button_paper_row"><span class="flex-row-centered"><svg aria-hidden="true" height="14" width="14" class="cl-paper-action__reader-button-icon icon-svg icon-semantic-reader" alt="" data-test-id="icon-semantic-reader"><use xlink:href="#semantic-reader"></use></svg><span class="icon-button-text">[PDF]</span></span></a></a></ul></div><div class="cl-paper-controls__actions"><div class="flex-row cl-paper-actions"><div class="cl-paper-action__button-container"><button aria-label="Save to Library" data-heap-id="save_to_library" data-test-id="cl-paper-library" type="submit" class="cl-button cl-button--no-arrow-divider cl-button--not-icon-only cl-button--has-icon cl-button--has-label cl-button--font-size- cl-button--icon-pos-left cl-button--shape-rectangle cl-button--size-default cl-button--type-tertiary cl-button--density-default cl-icon-button cl-paper-action__button cl-paper-action__button__library-button cl-paper-action__button--blue-outline"><span class="cl-button__icon"><svg aria-hidden="true" height="11" width="11" alt="" class="icon-svg icon-fa-bookmark" data-test-id="icon-fa-bookmark"><use xlink:href="#fa-bookmark"></use></svg></span><span class="cl-button__label">Save</span></button></div></div></div></div><div class="cl-paper-controls__expanded-content"></div></div><div class="cl-paper-row citation-list__paper-row" data-paper-id="58ed44c4d238fb0b7fcfd8bf6386e12d6fbd1ccf"><a class="link-button--show-visited" data-heap-id="citation_title" data-heap-paper-id="58ed44c4d238fb0b7fcfd8bf6386e12d6fbd1ccf" data-heap-citation-type="citingPapers" data-heap-has-intents="true" data-test-id="citation-paper-title" href="/paper/Kissing-Polytopes-Deza-Onn/58ed44c4d238fb0b7fcfd8bf6386e12d6fbd1ccf"><h3 id="paper-58ed44c4d238fb0b7fcfd8bf6386e12d6fbd1ccf" class="cl-paper-title" tabindex="" aria-describedby="">Kissing Polytopes</h3></a><ul class="cl-paper__bulleted-row"><span class="cl-paper-authors"><span data-heap-id="citation_author" data-heap-author-id="3143524" data-test-id="author-list"><a class="cl-paper-authors__author-box notranslate cl-paper-authors__author-box__with-background" href="/author/A.-Deza/3143524"><span class=""><span>A. Deza</span></span></a></span><span data-heap-id="citation_author" data-heap-author-id="1757412" data-test-id="author-list"><a class="cl-paper-authors__author-box notranslate cl-paper-authors__author-box__with-background" href="/author/S.-Onn/1757412"><span class=""><span>S. Onn</span></span></a></span><span data-heap-id="citation_author" data-heap-author-id="145729210" data-test-id="author-list"><a class="cl-paper-authors__author-box notranslate cl-paper-authors__author-box__with-background" href="/author/S.-Pokutta/145729210"><span class=""><span>S. Pokutta</span></span></a></span><span data-heap-id="citation_author" data-heap-author-id="1862483" data-test-id="author-list"><a class="cl-paper-authors__author-box notranslate cl-paper-authors__author-box__with-background" href="/author/L.-Pournin/1862483"><span class=""><span>L. Pournin</span></span></a></span></span><div class="cl-paper__bulleted-row__item"><span class="cl-paper-fos">Mathematics</span></div><div class="cl-paper__bulleted-row__item"><a class="cl-paper-venue cl-paper-venue--paper-metadata" data-heap-id="paper-meta-venue" href="/venue?name=SIAM%20J.%20Discret.%20Math.">SIAM J. Discret. Math.</a></div><li class="cl-paper__bulleted-row__item"><span class="cl-paper-pubdates"><span>2024</span></span></li></ul><div class="tldr-abstract-replacement text-truncator"><div class="cl-dropdown cl-dropdown--arrow-pos-top-left tldr-abstract__pill"><div class="cl-dropdown__button"><button type="submit" class="cl-button cl-button--no-arrow-divider cl-button--not-icon-only cl-button--no-icon cl-button--has-label cl-button--font-size- cl-button--icon-pos-left cl-button--shape-rectangle cl-button--size-default cl-button--type-default cl-button--density-default tldr-abstract-replacement__pill mod-clickable"><span class="cl-button__label">TLDR</span></button></div><div class="cl-dropdown__popover"></div></div><span class=""><span>This work provides nearly matching lower and upper bounds on this distance between disjoint rational polytopes whose binary encoding length is prescribed and discusses its exact computation.</span></span><button aria-label="Expand truncated text" type="submit" class="cl-button cl-button--no-arrow-divider cl-button--not-icon-only cl-button--no-icon cl-button--has-label cl-button--font-size- cl-button--icon-pos-left cl-button--shape-rectangle cl-button--size-default cl-button--type-tertiary cl-button--density-default more mod-clickable more-toggle"><span class="cl-button__label">Expand</span></button></div><div class="cl-paper__bulleted-row cl-paper-controls"><div class="cl-paper-controls__stats"><ul class="cl-paper-stats-list" data-test-id="citation-stats"><a target="_blank" class="cl-paper-action__reader-link link-button--no-underline link-button--in-new-tab" aria-describedby="cl-paper-reader-button-tooltip" data-test-id="cl-paper-reader-button" aria-label="Semantic Reader, an AI-powered PDF reader" href="/reader/58ed44c4d238fb0b7fcfd8bf6386e12d6fbd1ccf"><a class="icon-button cl-paper-action__reader-button cl-paper-action__reader-button--square-corner cl-paper-action__reader-button--no-margin" data-test-id="cl-paper-reader-button" 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class="cl-paper__bulleted-row"><span class="cl-paper-authors"><span data-heap-id="citation_author" data-heap-author-id="40900821" data-test-id="author-list"><a class="cl-paper-authors__author-box notranslate cl-paper-authors__author-box__with-background" href="/author/Thomas-Kerdreux/40900821"><span class=""><span>Thomas Kerdreux</span></span></a></span><span data-heap-id="citation_author" data-heap-author-id="1387902104" data-test-id="author-list"><a class="cl-paper-authors__author-box notranslate cl-paper-authors__author-box__with-background" href="/author/A.-d'Aspremont/1387902104"><span class=""><span>A. d'Aspremont</span></span></a></span><span data-heap-id="citation_author" data-heap-author-id="145729210" data-test-id="author-list"><a class="cl-paper-authors__author-box notranslate cl-paper-authors__author-box__with-background" href="/author/S.-Pokutta/145729210"><span class=""><span>S. Pokutta</span></span></a></span></span><div class="cl-paper__bulleted-row__item"><span class="cl-paper-fos">Mathematics</span></div><div class="cl-paper__bulleted-row__item"><a class="cl-paper-venue cl-paper-venue--paper-metadata" data-heap-id="paper-meta-venue" href="/venue?name=Journal%20of%20Optimization%20Theory%20and%20Applications">Journal of Optimization Theory and Applications</a></div><li class="cl-paper__bulleted-row__item"><span class="cl-paper-pubdates"><span>2022</span></span></li></ul><div class="tldr-abstract-replacement text-truncator"><div class="cl-dropdown cl-dropdown--arrow-pos-top-left tldr-abstract__pill"><div class="cl-dropdown__button"><button type="submit" class="cl-button cl-button--no-arrow-divider cl-button--not-icon-only cl-button--no-icon cl-button--has-label cl-button--font-size- cl-button--icon-pos-left cl-button--shape-rectangle cl-button--size-default cl-button--type-default cl-button--density-default tldr-abstract-replacement__pill mod-clickable"><span class="cl-button__label">TLDR</span></button></div><div class="cl-dropdown__popover"></div></div><span class=""><span>A new variant of conditional gradient algorithms that can dynamically adapt to the function’s geometric properties using restarts and smoothly interpolates between the sublinear and linear regimes is presented.</span></span><button aria-label="Expand truncated text" type="submit" class="cl-button cl-button--no-arrow-divider cl-button--not-icon-only cl-button--no-icon cl-button--has-label cl-button--font-size- cl-button--icon-pos-left cl-button--shape-rectangle cl-button--size-default cl-button--type-tertiary cl-button--density-default more mod-clickable more-toggle"><span class="cl-button__label">Expand</span></button></div><div class="cl-paper__bulleted-row cl-paper-controls"><div class="cl-paper-controls__stats"><ul class="cl-paper-stats-list" data-test-id="citation-stats"><li aria-label="15 Citations" class="cl-paper-stats__item"><a 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href="/paper/Polytope-Conditioning-and-Linear-Convergence-of-the-Pena-Rodr%C3%ADguez/85f05a922b258a260b41a32f032dd6b800585be8"><h3 id="paper-85f05a922b258a260b41a32f032dd6b800585be8" class="cl-paper-title" tabindex="" aria-describedby="">Polytope Conditioning and Linear Convergence of the Frank-Wolfe Algorithm</h3></a><ul class="cl-paper__bulleted-row"><span class="cl-paper-authors"><span data-heap-id="citation_author" data-heap-author-id="145055007" data-test-id="author-list"><a class="cl-paper-authors__author-box notranslate cl-paper-authors__author-box__with-background" href="/author/Javier-F.-Pena/145055007"><span class=""><span>Javier F. Pena</span></span></a></span><span data-heap-id="citation_author" data-heap-author-id="2064653636" data-test-id="author-list"><a class="cl-paper-authors__author-box notranslate cl-paper-authors__author-box__with-background" href="/author/Daniel-Rodr%C3%ADguez/2064653636"><span class=""><span>Daniel Rodríguez</span></span></a></span></span><div class="cl-paper__bulleted-row__item"><span class="cl-paper-fos">Computer Science, Mathematics</span></div><div class="cl-paper__bulleted-row__item"><a class="cl-paper-venue cl-paper-venue--paper-metadata" data-heap-id="paper-meta-venue" href="/venue?name=Math.%20Oper.%20Res.">Math. Oper. Res.</a></div><li class="cl-paper__bulleted-row__item"><span class="cl-paper-pubdates"><span>2019</span></span></li></ul><div class="tldr-abstract-replacement text-truncator"><div class="cl-dropdown cl-dropdown--arrow-pos-top-left tldr-abstract__pill"><div class="cl-dropdown__button"><button type="submit" class="cl-button cl-button--no-arrow-divider cl-button--not-icon-only cl-button--no-icon cl-button--has-label cl-button--font-size- cl-button--icon-pos-left cl-button--shape-rectangle cl-button--size-default cl-button--type-default cl-button--density-default tldr-abstract-replacement__pill mod-clickable"><span class="cl-button__label">TLDR</span></button></div><div class="cl-dropdown__popover"></div></div><span class=""><span>For a convex quadratic objective, it is shown that the rate of convergence is determined by a condition number of a suitably scaled polytope, and new insight is given into the linear convergence property.</span></span><button aria-label="Expand truncated text" 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data-heap-citation-type="citedPapers" data-heap-has-intents="true" data-test-id="citation-paper-title" href="/paper/Linearly-convergent-away-step-conditional-gradient-Beck-Shtern/522bf3c9bae58fca4f08630394749c2539c8bfd8"><h3 id="paper-522bf3c9bae58fca4f08630394749c2539c8bfd8" class="cl-paper-title" tabindex="" aria-describedby="">Linearly convergent away-step conditional gradient for non-strongly convex functions</h3></a><ul class="cl-paper__bulleted-row"><span class="cl-paper-authors"><span data-heap-id="citation_author" data-heap-author-id="40204991" data-test-id="author-list"><a class="cl-paper-authors__author-box notranslate cl-paper-authors__author-box__with-background" href="/author/A.-Beck/40204991"><span class=""><span>A. Beck</span></span></a></span><span data-heap-id="citation_author" data-heap-author-id="39777485" data-test-id="author-list"><a class="cl-paper-authors__author-box notranslate cl-paper-authors__author-box__with-background" href="/author/Shimrit-Shtern/39777485"><span class=""><span>Shimrit Shtern</span></span></a></span></span><div class="cl-paper__bulleted-row__item"><span class="cl-paper-fos">Mathematics, Computer Science</span></div><div class="cl-paper__bulleted-row__item"><a class="cl-paper-venue cl-paper-venue--paper-metadata" data-heap-id="paper-meta-venue" href="/venue?name=Mathematical%20Programming">Mathematical Programming</a></div><li class="cl-paper__bulleted-row__item"><span class="cl-paper-pubdates"><span>2016</span></span></li></ul><div class="tldr-abstract-replacement text-truncator"><div class="cl-dropdown cl-dropdown--arrow-pos-top-left tldr-abstract__pill"><div class="cl-dropdown__button"><button type="submit" class="cl-button cl-button--no-arrow-divider 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href="/paper/Linear-convergence-of-first-order-methods-for-Necoara-Nesterov/f9b983e064a98d2d3918a88a562cf7e973145ab0"><h3 id="paper-f9b983e064a98d2d3918a88a562cf7e973145ab0" class="cl-paper-title" tabindex="" aria-describedby="">Linear convergence of first order methods for non-strongly convex optimization</h3></a><ul class="cl-paper__bulleted-row"><span class="cl-paper-authors"><span data-heap-id="citation_author" data-heap-author-id="2039290" data-test-id="author-list"><a class="cl-paper-authors__author-box notranslate cl-paper-authors__author-box__with-background" href="/author/I.-Necoara/2039290"><span class=""><span>I. Necoara</span></span></a></span><span data-heap-id="citation_author" data-heap-author-id="143676697" data-test-id="author-list"><a class="cl-paper-authors__author-box notranslate cl-paper-authors__author-box__with-background" href="/author/Y.-Nesterov/143676697"><span class=""><span>Y. Nesterov</span></span></a></span><span data-heap-id="citation_author" data-heap-author-id="2002957" data-test-id="author-list"><a class="cl-paper-authors__author-box notranslate cl-paper-authors__author-box__with-background" href="/author/Fran%C3%A7ois-Glineur/2002957"><span class=""><span>François Glineur</span></span></a></span></span><div class="cl-paper__bulleted-row__item"><span class="cl-paper-fos">Mathematics, Computer Science</span></div><div class="cl-paper__bulleted-row__item"><a class="cl-paper-venue cl-paper-venue--paper-metadata" data-heap-id="paper-meta-venue" href="/venue?name=Mathematical%20Programming">Mathematical Programming</a></div><li class="cl-paper__bulleted-row__item"><span class="cl-paper-pubdates"><span>2018</span></span></li></ul><div class="tldr-abstract-replacement text-truncator"><div class="cl-dropdown cl-dropdown--arrow-pos-top-left tldr-abstract__pill"><div class="cl-dropdown__button"><button type="submit" class="cl-button cl-button--no-arrow-divider 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href="/paper/A-single-potential-governing-convergence-of-and-Karimi-Vavasis/30d6761e8eca013d140bea5c6f2f450b08892ecf"><h3 id="paper-30d6761e8eca013d140bea5c6f2f450b08892ecf" class="cl-paper-title" tabindex="" aria-describedby="">A single potential governing convergence of conjugate gradient, accelerated gradient and geometric descent</h3></a><ul class="cl-paper__bulleted-row"><span class="cl-paper-authors"><span data-heap-id="citation_author" data-heap-author-id="123666167" data-test-id="author-list"><a class="cl-paper-authors__author-box notranslate cl-paper-authors__author-box__with-background" href="/author/S.-Karimi/123666167"><span class=""><span>S. Karimi</span></span></a></span><span data-heap-id="citation_author" data-heap-author-id="1692336" data-test-id="author-list"><a class="cl-paper-authors__author-box notranslate cl-paper-authors__author-box__with-background" href="/author/S.-Vavasis/1692336"><span class=""><span>S. Vavasis</span></span></a></span></span><div class="cl-paper__bulleted-row__item"><span class="cl-paper-fos">Mathematics, Computer Science</span></div><li class="cl-paper__bulleted-row__item"><span class="cl-paper-pubdates"><span>2017</span></span></li></ul><div class="tldr-abstract-replacement text-truncator"><div class="cl-dropdown cl-dropdown--arrow-pos-top-left tldr-abstract__pill"><div class="cl-dropdown__button"><button type="submit" class="cl-button cl-button--no-arrow-divider cl-button--not-icon-only cl-button--no-icon cl-button--has-label cl-button--font-size- cl-button--icon-pos-left cl-button--shape-rectangle cl-button--size-default cl-button--type-default cl-button--density-default tldr-abstract-replacement__pill mod-clickable"><span class="cl-button__label">TLDR</span></button></div><div class="cl-dropdown__popover"></div></div><span class=""><span>Analysis of three methods that share several common threads: all three analyses show a relationship to a certain "idealized algorithm", all three establish the convergence rate through the use of the Bubeck-Lee-Singh geometric lemma, and all three have the same potential that is computable at run-time and exhibits decrease by a factor of $1-\sqrt{\ell/L$ or better per iteration.</span></span><button aria-label="Expand truncated text" type="submit" class="cl-button cl-button--no-arrow-divider cl-button--not-icon-only cl-button--no-icon cl-button--has-label cl-button--font-size- cl-button--icon-pos-left cl-button--shape-rectangle cl-button--size-default cl-button--type-tertiary cl-button--density-default more mod-clickable more-toggle"><span class="cl-button__label">Expand</span></button></div><div class="cl-paper__bulleted-row cl-paper-controls"><div class="cl-paper-controls__stats"><ul class="cl-paper-stats-list" data-test-id="citation-stats"><li aria-label="11 Citations" class="cl-paper-stats__item"><a aria-label="Visit citations for this paper" 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class="cl-button__label">Save</span></button></div></div></div></div><div class="cl-paper-controls__expanded-content"></div></div><div class="cl-paper-row citation-list__paper-row" data-paper-id="8b56449fa9aeadcf86181697e9ec2269419d8817"><a class="link-button--show-visited" data-heap-id="citation_title" data-heap-paper-id="8b56449fa9aeadcf86181697e9ec2269419d8817" data-heap-citation-type="citedPapers" data-heap-has-intents="true" data-test-id="citation-paper-title" href="/paper/On-the-Global-Linear-Convergence-of-Frank-Wolfe-Lacoste-Julien-Jaggi/8b56449fa9aeadcf86181697e9ec2269419d8817"><h3 id="paper-8b56449fa9aeadcf86181697e9ec2269419d8817" class="cl-paper-title" tabindex="" aria-describedby="">On the Global Linear Convergence of Frank-Wolfe Optimization Variants</h3></a><ul class="cl-paper__bulleted-row"><span class="cl-paper-authors"><span data-heap-id="citation_author" data-heap-author-id="1388317459" data-test-id="author-list"><a class="cl-paper-authors__author-box notranslate cl-paper-authors__author-box__with-background" href="/author/Simon-Lacoste-Julien/1388317459"><span class=""><span>Simon Lacoste-Julien</span></span></a></span><span data-heap-id="citation_author" data-heap-author-id="2456863" data-test-id="author-list"><a class="cl-paper-authors__author-box notranslate cl-paper-authors__author-box__with-background" href="/author/Martin-Jaggi/2456863"><span class=""><span>Martin Jaggi</span></span></a></span></span><div class="cl-paper__bulleted-row__item"><span class="cl-paper-fos">Computer Science, Mathematics</span></div><div class="cl-paper__bulleted-row__item"><a class="cl-paper-venue cl-paper-venue--paper-metadata" data-heap-id="paper-meta-venue" href="/venue?name=NIPS">NIPS</a></div><li class="cl-paper__bulleted-row__item"><span class="cl-paper-pubdates"><span>2015</span></span></li></ul><div class="tldr-abstract-replacement text-truncator"><div class="cl-dropdown cl-dropdown--arrow-pos-top-left tldr-abstract__pill"><div 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data-test-id="citation-paper-title" href="/paper/Relatively-Smooth-Convex-Optimization-by-Methods%2C-Lu-Freund/f387dbaa53ff4cb01e430e6a1d30f10009ca1ef0"><h3 id="paper-f387dbaa53ff4cb01e430e6a1d30f10009ca1ef0" class="cl-paper-title" tabindex="" aria-describedby="">Relatively Smooth Convex Optimization by First-Order Methods, and Applications</h3></a><ul class="cl-paper__bulleted-row"><span class="cl-paper-authors"><span data-heap-id="citation_author" data-heap-author-id="9537209" data-test-id="author-list"><a class="cl-paper-authors__author-box notranslate cl-paper-authors__author-box__with-background" href="/author/Haihao-Lu/9537209"><span class=""><span>Haihao Lu</span></span></a></span><span data-heap-id="citation_author" data-heap-author-id="1771659" data-test-id="author-list"><a class="cl-paper-authors__author-box notranslate cl-paper-authors__author-box__with-background" href="/author/R.-Freund/1771659"><span class=""><span>R. Freund</span></span></a></span><span data-heap-id="citation_author" data-heap-author-id="143676697" data-test-id="author-list"><a class="cl-paper-authors__author-box notranslate cl-paper-authors__author-box__with-background" href="/author/Y.-Nesterov/143676697"><span class=""><span>Y. Nesterov</span></span></a></span></span><div class="cl-paper__bulleted-row__item"><span class="cl-paper-fos">Mathematics</span></div><div class="cl-paper__bulleted-row__item"><a class="cl-paper-venue cl-paper-venue--paper-metadata" data-heap-id="paper-meta-venue" href="/venue?name=SIAM%20J.%20Optim.">SIAM J. Optim.</a></div><li class="cl-paper__bulleted-row__item"><span class="cl-paper-pubdates"><span>2018</span></span></li></ul><div class="tldr-abstract-replacement text-truncator"><div class="cl-dropdown cl-dropdown--arrow-pos-top-left tldr-abstract__pill"><div class="cl-dropdown__button"><button type="submit" class="cl-button cl-button--no-arrow-divider cl-button--not-icon-only cl-button--no-icon cl-button--has-label cl-button--font-size- cl-button--icon-pos-left cl-button--shape-rectangle cl-button--size-default cl-button--type-default cl-button--density-default tldr-abstract-replacement__pill mod-clickable"><span class="cl-button__label">TLDR</span></button></div><div class="cl-dropdown__popover"></div></div><span class=""><span>A notion of “relative smoothness” and relative strong convexity that is determined relative to a user-specified “reference function” $h(\cdot)$ (that should be computationally tractable for algorithms), and it is shown that many differentiable convex functions are relatively smooth with respect to a correspondingly fairly simple reference function.</span></span><button aria-label="Expand truncated text" type="submit" class="cl-button cl-button--no-arrow-divider cl-button--not-icon-only cl-button--no-icon cl-button--has-label cl-button--font-size- cl-button--icon-pos-left cl-button--shape-rectangle cl-button--size-default cl-button--type-tertiary cl-button--density-default more mod-clickable more-toggle"><span class="cl-button__label">Expand</span></button></div><div class="cl-paper__bulleted-row cl-paper-controls"><div class="cl-paper-controls__stats"><ul class="cl-paper-stats-list" data-test-id="citation-stats"><li aria-label="336 Citations" class="cl-paper-stats__item"><a aria-label="Visit citations for this paper" href="/paper/f387dbaa53ff4cb01e430e6a1d30f10009ca1ef0#citing-papers" class="cl-paper-stats__citation-pdp-link"><div class="cl-paper-stat cl-paper-stat__with-border"><svg aria-hidden="true" width="12" height="12" class="cl-paper-stats__icon icon-svg icon-cited-by" alt="" data-test-id="icon-cited-by"><use xlink:href="#cited-by"></use></svg>336</div></a></li><a target="_blank" class="cl-paper-action__reader-link link-button--no-underline link-button--in-new-tab" aria-describedby="cl-paper-reader-button-tooltip" data-test-id="cl-paper-reader-button" aria-label="Semantic Reader, an AI-powered PDF reader" href="/reader/f387dbaa53ff4cb01e430e6a1d30f10009ca1ef0"><a class="icon-button cl-paper-action__reader-button cl-paper-action__reader-button--square-corner" data-test-id="cl-paper-reader-button" data-heap-id="reader_button_paper_row"><span class="flex-row-centered"><svg aria-hidden="true" height="14" width="14" class="cl-paper-action__reader-button-icon icon-svg icon-semantic-reader" alt="" data-test-id="icon-semantic-reader"><use xlink:href="#semantic-reader"></use></svg><span class="icon-button-text">[PDF]</span></span></a></a></ul></div><div class="cl-paper-controls__actions"><div class="flex-row 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data-paper-id="c1b2781e5af77b54d132ebc1a691a44cf06e62b7"><a class="link-button--show-visited" data-heap-id="citation_title" data-heap-paper-id="c1b2781e5af77b54d132ebc1a691a44cf06e62b7" data-heap-citation-type="citedPapers" data-heap-has-intents="false" data-test-id="citation-paper-title" href="/paper/Underestimate-Sequences-via-Quadratic-Averaging-Ma-Gudapati/c1b2781e5af77b54d132ebc1a691a44cf06e62b7"><h3 id="paper-c1b2781e5af77b54d132ebc1a691a44cf06e62b7" class="cl-paper-title" tabindex="" aria-describedby="">Underestimate Sequences via Quadratic Averaging</h3></a><ul class="cl-paper__bulleted-row"><span class="cl-paper-authors"><span data-heap-id="citation_author" data-heap-author-id="2008023" data-test-id="author-list"><a class="cl-paper-authors__author-box notranslate cl-paper-authors__author-box__with-background" href="/author/Chenxin-Ma/2008023"><span class=""><span>Chenxin Ma</span></span></a></span><span data-heap-id="citation_author" data-heap-author-id="27748575" data-test-id="author-list"><a class="cl-paper-authors__author-box notranslate cl-paper-authors__author-box__with-background" href="/author/Naga-Venkata-C.-Gudapati/27748575"><span class=""><span>Naga Venkata C. Gudapati</span></span></a></span><span data-heap-id="citation_author" data-heap-author-id="27675108" data-test-id="author-list"><a class="cl-paper-authors__author-box notranslate cl-paper-authors__author-box__with-background" href="/author/Majid-Jahani/27675108"><span class=""><span>Majid Jahani</span></span></a></span><span data-heap-id="citation_author" data-heap-author-id="2390330" data-test-id="author-list"><a class="cl-paper-authors__author-box notranslate cl-paper-authors__author-box__with-background" href="/author/R.-Tappenden/2390330"><span class=""><span>R. Tappenden</span></span></a></span><span data-heap-id="citation_author" data-heap-author-id="144696183" data-test-id="author-list"><a class="cl-paper-authors__author-box notranslate cl-paper-authors__author-box__with-background" href="/author/Martin-Tak%C3%A1c/144696183"><span class=""><span>Martin Takác</span></span></a></span></span><div class="cl-paper__bulleted-row__item"><span class="cl-paper-fos">Mathematics</span></div><div class="cl-paper__bulleted-row__item"><a class="cl-paper-venue cl-paper-venue--paper-metadata" data-heap-id="paper-meta-venue" href="/venue?name=ArXiv">ArXiv</a></div><li class="cl-paper__bulleted-row__item"><span class="cl-paper-pubdates"><span>2017</span></span></li></ul><div class="tldr-abstract-replacement text-truncator"><div class="cl-dropdown cl-dropdown--arrow-pos-top-left tldr-abstract__pill"><div class="cl-dropdown__button"><button type="submit" class="cl-button cl-button--no-arrow-divider cl-button--not-icon-only cl-button--no-icon cl-button--has-label cl-button--font-size- cl-button--icon-pos-left cl-button--shape-rectangle cl-button--size-default cl-button--type-default cl-button--density-default tldr-abstract-replacement__pill mod-clickable"><span class="cl-button__label">TLDR</span></button></div><div class="cl-dropdown__popover"></div></div><span class=""><span>This work introduces the concept of an Underestimate Sequence (UES), which is a natural extension of Nesterov's estimate sequence, and proposes several first order methods for minimizing strongly convex functions in both the smooth and composite cases.</span></span><button aria-label="Expand truncated text" type="submit" class="cl-button cl-button--no-arrow-divider cl-button--not-icon-only cl-button--no-icon cl-button--has-label cl-button--font-size- cl-button--icon-pos-left cl-button--shape-rectangle cl-button--size-default cl-button--type-tertiary cl-button--density-default more mod-clickable more-toggle"><span class="cl-button__label">Expand</span></button></div><div class="cl-paper__bulleted-row cl-paper-controls"><div class="cl-paper-controls__stats"><ul class="cl-paper-stats-list" data-test-id="citation-stats"><li aria-label="7 Citations" class="cl-paper-stats__item"><a aria-label="Visit citations for this paper" href="/paper/c1b2781e5af77b54d132ebc1a691a44cf06e62b7#citing-papers" class="cl-paper-stats__citation-pdp-link"><div class="cl-paper-stat cl-paper-stat__with-border"><svg aria-hidden="true" width="12" height="12" class="cl-paper-stats__icon icon-svg icon-cited-by" alt="" data-test-id="icon-cited-by"><use xlink:href="#cited-by"></use></svg>7</div></a></li><a target="_blank" class="cl-paper-action__reader-link link-button--no-underline link-button--in-new-tab" aria-describedby="cl-paper-reader-button-tooltip" data-test-id="cl-paper-reader-button" aria-label="Semantic Reader, an AI-powered PDF reader" href="/reader/c1b2781e5af77b54d132ebc1a691a44cf06e62b7"><a class="icon-button cl-paper-action__reader-button cl-paper-action__reader-button--square-corner" data-test-id="cl-paper-reader-button" data-heap-id="reader_button_paper_row"><span class="flex-row-centered"><svg aria-hidden="true" height="14" width="14" class="cl-paper-action__reader-button-icon icon-svg icon-semantic-reader" alt="" data-test-id="icon-semantic-reader"><use xlink:href="#semantic-reader"></use></svg><span class="icon-button-text">[PDF]</span></span></a></a></ul></div><div class="cl-paper-controls__actions"><div class="flex-row cl-paper-actions"><div class="cl-paper-action__button-container"><button aria-label="Save to Library" data-heap-id="save_to_library" data-test-id="cl-paper-library" type="submit" class="cl-button cl-button--no-arrow-divider cl-button--not-icon-only cl-button--has-icon cl-button--has-label cl-button--font-size- cl-button--icon-pos-left cl-button--shape-rectangle cl-button--size-default cl-button--type-tertiary cl-button--density-default cl-icon-button cl-paper-action__button cl-paper-action__button__library-button cl-paper-action__button--blue-outline"><span class="cl-button__icon"><svg aria-hidden="true" height="11" width="11" alt="" class="icon-svg icon-fa-bookmark" data-test-id="icon-fa-bookmark"><use xlink:href="#fa-bookmark"></use></svg></span><span class="cl-button__label">Save</span></button></div></div></div></div><div class="cl-paper-controls__expanded-content"></div></div><div class="cl-paper-row citation-list__paper-row" data-paper-id="f244da7263ef3e5c25a7780c7c2f32ca07a25d12"><a class="link-button--show-visited" data-heap-id="citation_title" data-heap-paper-id="f244da7263ef3e5c25a7780c7c2f32ca07a25d12" data-heap-citation-type="citedPapers" data-heap-has-intents="false" data-test-id="citation-paper-title" href="/paper/Introductory-Lectures-on-Convex-Optimization-A-Nesterov/f244da7263ef3e5c25a7780c7c2f32ca07a25d12"><h3 id="paper-f244da7263ef3e5c25a7780c7c2f32ca07a25d12" class="cl-paper-title" tabindex="" aria-describedby="">Introductory Lectures on Convex Optimization - A Basic Course</h3></a><ul class="cl-paper__bulleted-row"><span class="cl-paper-authors"><span data-heap-id="citation_author" data-heap-author-id="143676697" data-test-id="author-list"><a class="cl-paper-authors__author-box notranslate cl-paper-authors__author-box__with-background" href="/author/Y.-Nesterov/143676697"><span class=""><span>Y. Nesterov</span></span></a></span></span><div class="cl-paper__bulleted-row__item"><span class="cl-paper-fos">Mathematics</span></div><div class="cl-paper__bulleted-row__item"><a class="cl-paper-venue cl-paper-venue--paper-metadata" data-heap-id="paper-meta-venue" href="/venue?name=Applied%20Optimization">Applied Optimization</a></div><li class="cl-paper__bulleted-row__item"><span class="cl-paper-pubdates"><span>2004</span></span></li></ul><div class="tldr-abstract-replacement text-truncator"><div class="cl-dropdown cl-dropdown--arrow-pos-top-left tldr-abstract__pill"><div class="cl-dropdown__button"><button type="submit" class="cl-button cl-button--no-arrow-divider cl-button--not-icon-only cl-button--no-icon cl-button--has-label cl-button--font-size- cl-button--icon-pos-left cl-button--shape-rectangle cl-button--size-default cl-button--type-default cl-button--density-default tldr-abstract-replacement__pill mod-clickable"><span class="cl-button__label">TLDR</span></button></div><div class="cl-dropdown__popover"></div></div><span class=""><span>It was in the middle of the 1980s, when the seminal paper by Kar markar opened a new epoch in nonlinear optimization, and it became more and more common that the new methods were provided with a complexity analysis, which was considered a better justification of their efficiency than computational experiments.</span></span><button aria-label="Expand truncated text" type="submit" class="cl-button cl-button--no-arrow-divider cl-button--not-icon-only cl-button--no-icon cl-button--has-label cl-button--font-size- cl-button--icon-pos-left cl-button--shape-rectangle cl-button--size-default cl-button--type-tertiary cl-button--density-default more mod-clickable more-toggle"><span class="cl-button__label">Expand</span></button></div><div class="cl-paper__bulleted-row cl-paper-controls"><div class="cl-paper-controls__stats"><ul class="cl-paper-stats-list" data-test-id="citation-stats"><li aria-label="5,937 Citations" class="cl-paper-stats__item"><a aria-label="Visit citations for this paper" href="/paper/f244da7263ef3e5c25a7780c7c2f32ca07a25d12#citing-papers" class="cl-paper-stats__citation-pdp-link"><div class="cl-paper-stat"><svg aria-hidden="true" width="12" height="12" class="cl-paper-stats__icon icon-svg icon-cited-by" alt="" data-test-id="icon-cited-by"><use xlink:href="#cited-by"></use></svg>5,937</div></a></li></ul></div><div class="cl-paper-controls__actions"><div class="flex-row cl-paper-actions"><div class="cl-paper-action__button-container"><button aria-label="Save to Library" data-heap-id="save_to_library" data-test-id="cl-paper-library" type="submit" class="cl-button cl-button--no-arrow-divider cl-button--not-icon-only cl-button--has-icon cl-button--has-label cl-button--font-size- cl-button--icon-pos-left cl-button--shape-rectangle cl-button--size-default cl-button--type-tertiary cl-button--density-default cl-icon-button cl-paper-action__button cl-paper-action__button__library-button cl-paper-action__button--blue-outline"><span class="cl-button__icon"><svg aria-hidden="true" height="11" width="11" alt="" class="icon-svg icon-fa-bookmark" data-test-id="icon-fa-bookmark"><use xlink:href="#fa-bookmark"></use></svg></span><span class="cl-button__label">Save</span></button></div></div></div></div><div class="cl-paper-controls__expanded-content"></div></div><div class="cl-paper-row citation-list__paper-row" data-paper-id="95ad5f2157949bfeebd2e2a600380fc4c95eb37c"><a class="link-button--show-visited" data-heap-id="citation_title" data-heap-paper-id="95ad5f2157949bfeebd2e2a600380fc4c95eb37c" data-heap-citation-type="citedPapers" data-heap-has-intents="false" data-test-id="citation-paper-title" href="/paper/An-Optimal-First-Order-Method-Based-on-Optimal-Drusvyatskiy-Fazel/95ad5f2157949bfeebd2e2a600380fc4c95eb37c"><h3 id="paper-95ad5f2157949bfeebd2e2a600380fc4c95eb37c" class="cl-paper-title" tabindex="" aria-describedby="">An Optimal First Order Method Based on Optimal Quadratic Averaging</h3></a><ul class="cl-paper__bulleted-row"><span class="cl-paper-authors"><span data-heap-id="citation_author" data-heap-author-id="2670852" data-test-id="author-list"><a class="cl-paper-authors__author-box notranslate cl-paper-authors__author-box__with-background" href="/author/D.-Drusvyatskiy/2670852"><span class=""><span>D. Drusvyatskiy</span></span></a></span><span data-heap-id="citation_author" data-heap-author-id="144651919" data-test-id="author-list"><a class="cl-paper-authors__author-box notranslate cl-paper-authors__author-box__with-background" href="/author/Maryam-Fazel/144651919"><span class=""><span>Maryam Fazel</span></span></a></span><span data-heap-id="citation_author" data-heap-author-id="2109859045" data-test-id="author-list"><a class="cl-paper-authors__author-box notranslate cl-paper-authors__author-box__with-background" href="/author/Scott-Roy/2109859045"><span class=""><span>Scott Roy</span></span></a></span></span><div class="cl-paper__bulleted-row__item"><span class="cl-paper-fos">Mathematics</span></div><div class="cl-paper__bulleted-row__item"><a class="cl-paper-venue cl-paper-venue--paper-metadata" data-heap-id="paper-meta-venue" href="/venue?name=SIAM%20J.%20Optim.">SIAM J. Optim.</a></div><li class="cl-paper__bulleted-row__item"><span class="cl-paper-pubdates"><span>2018</span></span></li></ul><div class="tldr-abstract-replacement text-truncator"><div class="cl-dropdown cl-dropdown--arrow-pos-top-left tldr-abstract__pill"><div class="cl-dropdown__button"><button type="submit" class="cl-button cl-button--no-arrow-divider cl-button--not-icon-only cl-button--no-icon cl-button--has-label cl-button--font-size- cl-button--icon-pos-left cl-button--shape-rectangle cl-button--size-default cl-button--type-default cl-button--density-default tldr-abstract-replacement__pill mod-clickable"><span class="cl-button__label">TLDR</span></button></div><div class="cl-dropdown__popover"></div></div><span class=""><span>A close variant that iteratively maintains a quadratic global under-estimator of the objective function, whose minimal value approaches the true minimum at an optimal rate.</span></span><button aria-label="Expand truncated text" type="submit" class="cl-button cl-button--no-arrow-divider cl-button--not-icon-only cl-button--no-icon cl-button--has-label cl-button--font-size- cl-button--icon-pos-left cl-button--shape-rectangle cl-button--size-default cl-button--type-tertiary cl-button--density-default more mod-clickable more-toggle"><span class="cl-button__label">Expand</span></button></div><div class="cl-paper__bulleted-row cl-paper-controls"><div class="cl-paper-controls__stats"><ul class="cl-paper-stats-list" data-test-id="citation-stats"><li aria-label="59 Citations" class="cl-paper-stats__item"><a aria-label="Visit citations for this paper" href="/paper/95ad5f2157949bfeebd2e2a600380fc4c95eb37c#citing-papers" class="cl-paper-stats__citation-pdp-link"><div class="cl-paper-stat cl-paper-stat__with-border"><svg aria-hidden="true" width="12" height="12" class="cl-paper-stats__icon icon-svg icon-cited-by" alt="" data-test-id="icon-cited-by"><use xlink:href="#cited-by"></use></svg>59</div></a></li><a target="_blank" class="cl-paper-action__reader-link link-button--no-underline link-button--in-new-tab" aria-describedby="cl-paper-reader-button-tooltip" data-test-id="cl-paper-reader-button" aria-label="Semantic Reader, an AI-powered PDF reader" href="/reader/95ad5f2157949bfeebd2e2a600380fc4c95eb37c"><a class="icon-button cl-paper-action__reader-button cl-paper-action__reader-button--square-corner" data-test-id="cl-paper-reader-button" data-heap-id="reader_button_paper_row"><span class="flex-row-centered"><svg aria-hidden="true" height="14" width="14" class="cl-paper-action__reader-button-icon icon-svg icon-semantic-reader" alt="" data-test-id="icon-semantic-reader"><use xlink:href="#semantic-reader"></use></svg><span class="icon-button-text">[PDF]</span></span></a></a></ul></div><div class="cl-paper-controls__actions"><div class="flex-row cl-paper-actions"><div class="cl-paper-action__button-container"><button aria-label="Save to Library" data-heap-id="save_to_library" data-test-id="cl-paper-library" type="submit" class="cl-button cl-button--no-arrow-divider cl-button--not-icon-only cl-button--has-icon cl-button--has-label cl-button--font-size- cl-button--icon-pos-left cl-button--shape-rectangle cl-button--size-default cl-button--type-tertiary cl-button--density-default cl-icon-button cl-paper-action__button cl-paper-action__button__library-button cl-paper-action__button--blue-outline"><span class="cl-button__icon"><svg aria-hidden="true" height="11" width="11" alt="" class="icon-svg icon-fa-bookmark" data-test-id="icon-fa-bookmark"><use xlink:href="#fa-bookmark"></use></svg></span><span class="cl-button__label">Save</span></button></div></div></div></div><div class="cl-paper-controls__expanded-content"></div></div><div class="cl-paper-row citation-list__paper-row" data-paper-id="ec26b01efa0639be672d07651d32a06bae4c8c63"><a class="link-button--show-visited" data-heap-id="citation_title" data-heap-paper-id="ec26b01efa0639be672d07651d32a06bae4c8c63" data-heap-citation-type="citedPapers" data-heap-has-intents="true" data-test-id="citation-paper-title" href="/paper/Gradient-methods-for-minimizing-composite-functions-Nesterov/ec26b01efa0639be672d07651d32a06bae4c8c63"><h3 id="paper-ec26b01efa0639be672d07651d32a06bae4c8c63" class="cl-paper-title" tabindex="" aria-describedby="">Gradient methods for minimizing composite functions</h3></a><ul class="cl-paper__bulleted-row"><span class="cl-paper-authors"><span data-heap-id="citation_author" data-heap-author-id="143676697" data-test-id="author-list"><a class="cl-paper-authors__author-box notranslate cl-paper-authors__author-box__with-background" href="/author/Y.-Nesterov/143676697"><span class=""><span>Y. Nesterov</span></span></a></span></span><div class="cl-paper__bulleted-row__item"><span class="cl-paper-fos">Mathematics, Computer Science</span></div><div class="cl-paper__bulleted-row__item"><a class="cl-paper-venue cl-paper-venue--paper-metadata" data-heap-id="paper-meta-venue" href="/venue?name=Mathematical%20Programming">Mathematical Programming</a></div><li class="cl-paper__bulleted-row__item"><span class="cl-paper-pubdates"><span>2012</span></span></li></ul><div class="tldr-abstract-replacement text-truncator"><div class="cl-dropdown cl-dropdown--arrow-pos-top-left tldr-abstract__pill"><div class="cl-dropdown__button"><button type="submit" class="cl-button cl-button--no-arrow-divider cl-button--not-icon-only cl-button--no-icon cl-button--has-label cl-button--font-size- cl-button--icon-pos-left cl-button--shape-rectangle cl-button--size-default cl-button--type-default cl-button--density-default tldr-abstract-replacement__pill mod-clickable"><span class="cl-button__label">TLDR</span></button></div><div class="cl-dropdown__popover"></div></div><span class=""><span>This paper analyzes several new methods for solving optimization problems with the objective function formed as a sum of two terms and proves that for general nonsmooth, nonconvex problems, even resolving the question of whether a descent direction exists from a point is NP-hard.</span></span><button aria-label="Expand truncated text" type="submit" class="cl-button cl-button--no-arrow-divider cl-button--not-icon-only cl-button--no-icon cl-button--has-label cl-button--font-size- cl-button--icon-pos-left cl-button--shape-rectangle cl-button--size-default cl-button--type-tertiary cl-button--density-default more mod-clickable more-toggle"><span class="cl-button__label">Expand</span></button></div><div class="cl-paper__bulleted-row cl-paper-controls"><div class="cl-paper-controls__stats"><ul class="cl-paper-stats-list" data-test-id="citation-stats"><li aria-label="1,400 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