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<!DOCTYPE html> <html lang="en">  <head> <title>[PDF] On the sum of Ricci-curvatures for weighted graphs | Semantic Scholar</title> <meta name="robots" content="noarchive"> <link rel="canonical" href="https://www.semanticscholar.org/paper/On-the-sum-of-Ricci-curvatures-for-weighted-graphs-Bai-Huang/318875db3936cd3ec859e6ccada3e5a71d70aa9c"> <meta name="viewport" content="width=device-width,initial-scale=1"> <meta charset="utf-8"> <meta name="s2-ui-version" content="8c3d74bcd9b3357febf74868a2a34ed576c6fd0b"> <meta name="description" content="In this paper, we generalize Lin-Lu-Yau's Ricci curvature to weighted graphs and give a simple limit-free definition. We prove two extremal results on the sum of Ricci curvatures for weighted graph. A weighted graph $G=(V,E,d)$ is an undirected graph $G=(V,E)$ associated with a distance function $d\colon E\to [0,\infty)$. By redefining the weights if possible, without loss of generality, we assume that the shortest weighted distance between $u$ and $v$ is exactly $d(u,v)$ for any edge $uv$. Now consider a random walk whose transitive probability from an vertex $u$ to its neighbor $v$ (a jump move along the edge $uv$) is proportional to $w_{uv}:=F(d(u,v))/d(u,v)$ for some given function $F(\bullet)$. We first generalize Lin-Lu-Yau's Ricci curvature definition to this weighted graph and give a simple limit-free representation of $\kappa(x, y)$ using a so called $\ast$-coupling functions. The total curvature $K(G)$ is defined to be the sum of Ricci curvatures over all edges of $G$. We proved the following theorems: if $F(\bullet)$ is a decreasing function, then $K(G)\geq 2|V| -2|E|$; if $F(\bullet)$ is an increasing function, then $K(G)\leq 2|V| -2|E|$. Both equalities hold if and only if $d$ is a constant function plus the girth is at least $6$. In particular, these imply a Gauss-Bonnet theorem for (unweighted) graphs with girth at least $6$, where the graph Ricci curvature is defined geometrically in terms of optimal transport."> <meta name="twitter:description" content="In this paper, we generalize Lin-Lu-Yau's Ricci curvature to weighted graphs and give a simple limit-free definition. We prove two extremal results on the sum of Ricci curvatures for weighted graph. A weighted graph $G=(V,E,d)$ is an undirected graph $G=(V,E)$ associated with a distance function $d\colon E\to [0,\infty)$. By redefining the weights if possible, without loss of generality, we assume that the shortest weighted distance between $u$ and $v$ is exactly $d(u,v)$ for any edge $uv$. Now consider a random walk whose transitive probability from an vertex $u$ to its neighbor $v$ (a jump move along the edge $uv$) is proportional to $w_{uv}:=F(d(u,v))/d(u,v)$ for some given function $F(\bullet)$. We first generalize Lin-Lu-Yau's Ricci curvature definition to this weighted graph and give a simple limit-free representation of $\kappa(x, y)$ using a so called $\ast$-coupling functions. The total curvature $K(G)$ is defined to be the sum of Ricci curvatures over all edges of $G$. We proved the following theorems: if $F(\bullet)$ is a decreasing function, then $K(G)\geq 2|V| -2|E|$; if $F(\bullet)$ is an increasing function, then $K(G)\leq 2|V| -2|E|$. Both equalities hold if and only if $d$ is a constant function plus the girth is at least $6$. In particular, these imply a Gauss-Bonnet theorem for (unweighted) graphs with girth at least $6$, where the graph Ricci curvature is defined geometrically in terms of optimal transport."> <meta property="og:description" content="In this paper, we generalize Lin-Lu-Yau's Ricci curvature to weighted graphs and give a simple limit-free definition. We prove two extremal results on the sum of Ricci curvatures for weighted graph. A weighted graph $G=(V,E,d)$ is an undirected graph $G=(V,E)$ associated with a distance function $d\colon E\to [0,\infty)$. By redefining the weights if possible, without loss of generality, we assume that the shortest weighted distance between $u$ and $v$ is exactly $d(u,v)$ for any edge $uv$. Now consider a random walk whose transitive probability from an vertex $u$ to its neighbor $v$ (a jump move along the edge $uv$) is proportional to $w_{uv}:=F(d(u,v))/d(u,v)$ for some given function $F(\bullet)$. We first generalize Lin-Lu-Yau's Ricci curvature definition to this weighted graph and give a simple limit-free representation of $\kappa(x, y)$ using a so called $\ast$-coupling functions. The total curvature $K(G)$ is defined to be the sum of Ricci curvatures over all edges of $G$. We proved the following theorems: if $F(\bullet)$ is a decreasing function, then $K(G)\geq 2|V| -2|E|$; if $F(\bullet)$ is an increasing function, then $K(G)\leq 2|V| -2|E|$. Both equalities hold if and only if $d$ is a constant function plus the girth is at least $6$. In particular, these imply a Gauss-Bonnet theorem for (unweighted) graphs with girth at least $6$, where the graph Ricci curvature is defined geometrically in terms of optimal transport."> <meta name="citation_author" content="Shuliang Bai"> <meta name="citation_author" content="An Huang"> <meta name="citation_author" content="Linyuan Lu"> <meta name="citation_author" content="S. Yau"> <meta name="citation_title" content="On the sum of Ricci-curvatures for weighted graphs"> <meta name="citation_publication_date" content="2020"> <meta name="citation_journal_title" content="Pure and Applied Mathematics Quarterly"> <meta name="citation_pdf_url" content="https://arxiv.org/pdf/2001.01776.pdf"> <meta property="og:title" content="[PDF] On the sum of Ricci-curvatures for weighted graphs | Semantic Scholar"> <meta name="twitter:title" content="[PDF] On the sum of Ricci-curvatures for weighted graphs | 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/2a54e465095d92e2/img/apple-touch-icon-57x57.png" class="favicon"/> <link rel="apple-touch-icon-precomposed" sizes="114x114" href="https://cdn.semanticscholar.org/2a54e465095d92e2/img/apple-touch-icon-114x114.png" class="favicon"/> <link rel="apple-touch-icon-precomposed" sizes="72x72" href="https://cdn.semanticscholar.org/2a54e465095d92e2/img/apple-touch-icon-72x72.png" class="favicon"/> <link rel="apple-touch-icon-precomposed" sizes="144x144" href="https://cdn.semanticscholar.org/2a54e465095d92e2/img/apple-touch-icon-144x144.png" class="favicon"/> <link rel="apple-touch-icon-precomposed" sizes="60x60" href="https://cdn.semanticscholar.org/2a54e465095d92e2/img/apple-touch-icon-60x60.png" class="favicon"/> <link rel="apple-touch-icon-precomposed" sizes="120x120" href="https://cdn.semanticscholar.org/2a54e465095d92e2/img/apple-touch-icon-120x120.png" class="favicon"/> <link rel="apple-touch-icon-precomposed" sizes="76x76" href="https://cdn.semanticscholar.org/2a54e465095d92e2/img/apple-touch-icon-76x76.png" class="favicon"/> <link rel="apple-touch-icon-precomposed" sizes="152x152" href="https://cdn.semanticscholar.org/2a54e465095d92e2/img/apple-touch-icon-152x152.png" class="favicon"/> <link rel="icon" type="image/png" href="https://cdn.semanticscholar.org/2a54e465095d92e2/img/favicon-196x196.png" sizes="196x196" class="favicon"/> <link rel="icon" type="image/png" href="https://cdn.semanticscholar.org/2a54e465095d92e2/img/favicon-96x96.png" sizes="96x96" class="favicon"/> <link rel="icon" type="image/png" href="https://cdn.semanticscholar.org/2a54e465095d92e2/img/favicon-32x32.png" sizes="32x32" class="favicon"/> <link rel="icon" type="image/png" href="https://cdn.semanticscholar.org/2a54e465095d92e2/img/favicon-16x16.png" sizes="16x16" class="favicon"/> <link rel="icon" type="image/png" href="https://cdn.semanticscholar.org/2a54e465095d92e2/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/2a54e465095d92e2/img/mstile-144x144.png" class="favicon"/> <meta name="msapplication-square70x70logo" content="https://cdn.semanticscholar.org/2a54e465095d92e2/img/mstile-70x70.png" class="favicon"/> <meta name="msapplication-square150x150logo" content="https://cdn.semanticscholar.org/2a54e465095d92e2/img/mstile-150x150.png" class="favicon"/> <meta name="msapplication-wide310x150logo" content="https://cdn.semanticscholar.org/2a54e465095d92e2/img/mstile-310x150.png" class="favicon"/> <meta name="msapplication-square310x310logo" content="https://cdn.semanticscholar.org/2a54e465095d92e2/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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We prove two extremal results on the sum of Ricci curvatures for weighted graph. \nA weighted graph $G=(V,E,d)$ is an undirected graph $G=(V,E)$ associated with a distance function $d\\colon E\\to [0,\\infty)$. By redefining the weights if possible, without loss of generality, we assume that the shortest weighted distance between $u$ and $v$ is exactly $d(u,v)$ for any edge $uv$. Now consider a random walk whose transitive probability from an vertex $u$ to its neighbor $v$ (a jump move along the edge $uv$) is proportional to $w_{uv}:=F(d(u,v))/d(u,v)$ for some given function $F(\\bullet)$. We first generalize Lin-Lu-Yau's Ricci curvature definition to this weighted graph and give a simple limit-free representation of $\\kappa(x, y)$ using a so called $\\ast$-coupling functions. The total curvature $K(G)$ is defined to be the sum of Ricci curvatures over all edges of $G$. We proved the following theorems: if $F(\\bullet)$ is a decreasing function, then $K(G)\\geq 2|V| -2|E|$; if $F(\\bullet)$ is an increasing function, then $K(G)\\leq 2|V| -2|E|$. Both equalities hold if and only if $d$ is a constant function plus the girth is at least $6$. \nIn particular, these imply a Gauss-Bonnet theorem for (unweighted) graphs with girth at least $6$, where the graph Ricci curvature is defined geometrically in terms of optimal transport.","author":[{"@type":"Person","name":"Shuliang Bai","mainEntityOfPage":"/author/Shuliang-Bai/26395269"},{"@type":"Person","name":"An Huang","mainEntityOfPage":"/author/An-Huang/46371083"},{"@type":"Person","name":"Linyuan Lu","mainEntityOfPage":"/author/Linyuan-Lu/145838630"},{"@type":"Person","name":"S. Yau","mainEntityOfPage":"/author/S.-Yau/116303595"}],"copyrightYear":"2020","datePublished":"6 January 2020","headline":"On the sum of Ricci-curvatures for weighted graphs","mainEntity":"https://arxiv.org/pdf/2001.01776.pdf","mainEntityOfPage":"/paper/On-the-sum-of-Ricci-curvatures-for-weighted-graphs-Bai-Huang/318875db3936cd3ec859e6ccada3e5a71d70aa9c","name":"On the sum of Ricci-curvatures for weighted graphs","publication":"Pure and Applied Mathematics Quarterly","publisher":{"@type":"Organization","name":"Pure and Applied Mathematics Quarterly"},"sameAs":"https://doi.org/10.4310/pamq.2021.v17.n5.a1","image":[]},{"@type":"ScholarlyArticle","abstract":"In this paper, we generalize Lin-Lu-Yau's Ricci curvature to weighted graphs and give a simple limit-free definition. We prove two extremal results on the sum of Ricci curvatures for weighted graph. \nA weighted graph $G=(V,E,d)$ is an undirected graph $G=(V,E)$ associated with a distance function $d\\colon E\\to [0,\\infty)$. By redefining the weights if possible, without loss of generality, we assume that the shortest weighted distance between $u$ and $v$ is exactly $d(u,v)$ for any edge $uv$. Now consider a random walk whose transitive probability from an vertex $u$ to its neighbor $v$ (a jump move along the edge $uv$) is proportional to $w_{uv}:=F(d(u,v))/d(u,v)$ for some given function $F(\\bullet)$. We first generalize Lin-Lu-Yau's Ricci curvature definition to this weighted graph and give a simple limit-free representation of $\\kappa(x, y)$ using a so called $\\ast$-coupling functions. The total curvature $K(G)$ is defined to be the sum of Ricci curvatures over all edges of $G$. We proved the following theorems: if $F(\\bullet)$ is a decreasing function, then $K(G)\\geq 2|V| -2|E|$; if $F(\\bullet)$ is an increasing function, then $K(G)\\leq 2|V| -2|E|$. Both equalities hold if and only if $d$ is a constant function plus the girth is at least $6$. \nIn particular, these imply a Gauss-Bonnet theorem for (unweighted) graphs with girth at least $6$, where the graph Ricci curvature is defined geometrically in terms of optimal transport.","author":[{"@type":"Person","name":"Shuliang Bai","mainEntityOfPage":"/author/Shuliang-Bai/26395269"},{"@type":"Person","name":"An Huang","mainEntityOfPage":"/author/An-Huang/46371083"},{"@type":"Person","name":"Linyuan Lu","mainEntityOfPage":"/author/Linyuan-Lu/145838630"},{"@type":"Person","name":"S. 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data-test-id="paper-detail-title">On the sum of Ricci-curvatures for weighted graphs</h1><pre class="bibtex-citation" data-nosnippet="true">@article{Bai2020OnTS, title={On the sum of Ricci-curvatures for weighted graphs}, author={Shuliang Bai and An Huang and Linyuan Lu and Shing-Tung Yau}, journal={Pure and Applied Mathematics Quarterly}, year={2020}, url={https://api.semanticscholar.org/CorpusID:210023489} }</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="26395269" data-test-id="author-list"><a class="author-list__link author-list__author-name" href="/author/Shuliang-Bai/26395269"><span class=""><span>Shuliang Bai</span></span></a></span><span data-heap-id="heap_author_list_item" data-heap-author-id="46371083" data-test-id="author-list"><span aria-hidden="true">, </span><a class="author-list__link author-list__author-name" href="/author/An-Huang/46371083"><span class=""><span>An Huang</span></span></a></span><span data-heap-id="heap_author_list_item" data-heap-author-id="116303595" data-test-id="author-list"><span aria-hidden="true">, </span><span><button data-test-id="author-list-expand" aria-expanded="false" aria-label="Show 1 more authors" 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 more-authors-label"><span class="cl-button__label">+1 author</span></button> </span><a class="author-list__link author-list__author-name" href="/author/S.-Yau/116303595"><span class=""><span>S. Yau</span></span></a></span></span></span></li><li class="paper-meta-item"><span data-test-id="year-and-venue">Published in <span data-test-id="venue-metadata"><span><a class="cl-paper-venue cl-paper-venue--paper-metadata" data-test-id="normalized-venue-link" data-heap-id="venue_serp_link_click" href="/venue?name=Pure%20and%20Applied%20Mathematics%20Quarterly"><span class="" data-test-id="venue-metadata"><span>Pure and Applied Mathematics…</span></span></a></span></span> <span data-test-id="paper-year"><span class=""><span>6 January 2020</span></span></span></span></li><li class="paper-meta-item">Mathematics</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">In this paper, we generalize Lin-Lu-Yau's Ricci curvature to weighted graphs and give a simple limit-free definition. We prove two extremal results on the sum of Ricci curvatures for weighted graph. A weighted graph $G=(V,E,d)$ is an undirected graph $G=(V,E)$ associated with a distance function $d\colon E\to [0,\infty)$. By redefining the weights if possible, without loss of generality, we assume that the shortest weighted distance between $u$ and $v$ is exactly $d(u,v)$ for any edge $uv… </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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Zhong</span></span></a></span></span><div class="cl-paper__bulleted-row__item"><span class="cl-paper-fos">Physics, Mathematics</span></div><li class="cl-paper__bulleted-row__item"><span class="cl-paper-pubdates"><span>2020</span></span></li></ul><div class="cl-paper-abstract"><span class="" data-test-id="paper-abstract-toggle"><span>This is a preliminary study of the equation of motion of Euclidean classical gravity on a graph, based on the Lin-Lu-Yau Ricci curvature on graphs. 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class="link-button--show-visited" data-heap-id="citation_title" data-heap-paper-id="87942812eab6a0ad5ff76197feddfe26f37a91c1" data-heap-citation-type="citingPapers" data-heap-has-intents="true" data-test-id="citation-paper-title" href="/paper/Discovering-hierarchical-structures-in-weighted-Bai-Lin/87942812eab6a0ad5ff76197feddfe26f37a91c1"><h3 id="paper-87942812eab6a0ad5ff76197feddfe26f37a91c1" class="cl-paper-title" tabindex="" aria-describedby="">Discovering hierarchical structures in weighted graphs using Ricci-flow method</h3></a><ul class="cl-paper__bulleted-row"><span class="cl-paper-authors"><span data-heap-id="citation_author" data-heap-author-id="26395269" data-test-id="author-list"><a class="cl-paper-authors__author-box notranslate cl-paper-authors__author-box__with-background" href="/author/Shuliang-Bai/26395269"><span class=""><span>Shuliang Bai</span></span></a></span><span data-heap-id="citation_author" data-heap-author-id="88935613" data-test-id="author-list"><a class="cl-paper-authors__author-box notranslate cl-paper-authors__author-box__with-background" href="/author/Yong-Lin/88935613"><span class=""><span>Yong Lin</span></span></a></span><span data-heap-id="citation_author" data-heap-author-id="145838630" data-test-id="author-list"><a class="cl-paper-authors__author-box notranslate cl-paper-authors__author-box__with-background" href="/author/Linyuan-Lu/145838630"><span class=""><span>Linyuan Lu</span></span></a></span><span data-heap-id="citation_author" data-heap-author-id="2108503909" data-test-id="author-list"><a class="cl-paper-authors__author-box notranslate cl-paper-authors__author-box__with-background" href="/author/Zhiyu-Wang/2108503909"><span class=""><span>Zhiyu Wang</span></span></a></span><span data-heap-id="citation_author" data-heap-author-id="116303595" data-test-id="author-list"><a class="cl-paper-authors__author-box notranslate cl-paper-authors__author-box__with-background" href="/author/S.-Yau/116303595"><span class=""><span>S. Yau</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>The main result is the existence and uniqueness theorem for solutions to a continuous time normalized Ricci flow.</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 Citation" class="cl-paper-stats__item"><a aria-label="Visit citations for this paper" href="/paper/87942812eab6a0ad5ff76197feddfe26f37a91c1#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 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citation-list__paper-row" data-paper-id="e85a15e81f9caab65b1cede08902da642c2b7535"><a class="link-button--show-visited" data-heap-id="citation_title" data-heap-paper-id="e85a15e81f9caab65b1cede08902da642c2b7535" data-heap-citation-type="citingPapers" data-heap-has-intents="true" data-test-id="citation-paper-title" href="/paper/Evolution-of-weights-on-a-connected-finite-graph-Ma-Yang/e85a15e81f9caab65b1cede08902da642c2b7535"><h3 id="paper-e85a15e81f9caab65b1cede08902da642c2b7535" class="cl-paper-title" tabindex="" aria-describedby="">Evolution of weights on a connected finite graph</h3></a><ul class="cl-paper__bulleted-row"><span class="cl-paper-authors"><span data-heap-id="citation_author" data-heap-author-id="2316448096" data-test-id="author-list"><a class="cl-paper-authors__author-box notranslate cl-paper-authors__author-box__with-background" href="/author/Jicheng-Ma/2316448096"><span class=""><span>Jicheng Ma</span></span></a></span><span data-heap-id="citation_author" data-heap-author-id="2316551931" data-test-id="author-list"><a class="cl-paper-authors__author-box notranslate cl-paper-authors__author-box__with-background" href="/author/Yunyan-Yang/2316551931"><span class=""><span>Yunyan Yang</span></span></a></span></span><div class="cl-paper__bulleted-row__item"><span class="cl-paper-fos">Mathematics</span></div><li class="cl-paper__bulleted-row__item"><span class="cl-paper-pubdates"><span>2024</span></span></li></ul><div class="cl-paper-abstract"><span class="" data-test-id="paper-abstract-toggle"><span>On a connected finite graph, we propose an evolution of weights including Ollivier's Ricci flow as a special case. During the evolution process, on each edge, the speed of change of weight is exactly</span><span>… </span><button aria-label="Expand truncated text" tabindex="0" 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></span></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/e85a15e81f9caab65b1cede08902da642c2b7535"><a 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id="paper-03ba8a80cc06f0ab5673f107e07fc8a9f3bf4f46" class="cl-paper-title" tabindex="" aria-describedby="">Ricci Curvature Formula: Applications to Bonnet-Myers Sharp Irregular Graphs</h3></a><ul class="cl-paper__bulleted-row"><span class="cl-paper-authors"><span data-heap-id="citation_author" data-heap-author-id="2322520150" data-test-id="author-list"><a class="cl-paper-authors__author-box notranslate cl-paper-authors__author-box__with-background" href="/author/Yupei-Li/2322520150"><span class=""><span>Yupei Li</span></span></a></span><span data-heap-id="citation_author" data-heap-author-id="2322654357" data-test-id="author-list"><a class="cl-paper-authors__author-box notranslate cl-paper-authors__author-box__with-background" href="/author/Linyuan-Lu/2322654357"><span class=""><span>Linyuan Lu</span></span></a></span></span><div class="cl-paper__bulleted-row__item"><span class="cl-paper-fos">Mathematics</span></div><li class="cl-paper__bulleted-row__item"><span class="cl-paper-pubdates"><span>2024</span></span></li></ul><div class="cl-paper-abstract"><span class="" data-test-id="paper-abstract-toggle"><span>In this paper, we establish a simple formula for computing the Lin-Lu-Yau Ricci curvature on graphs. For any edge $xy$ in a simple locally finite graph $G$, the curvature $\kappa(x,y)$ can be</span><span>… </span><button aria-label="Expand truncated text" tabindex="0" 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></span></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 Citation" class="cl-paper-stats__item"><a aria-label="Visit citations for this paper" href="/paper/03ba8a80cc06f0ab5673f107e07fc8a9f3bf4f46#citing-papers" class="cl-paper-stats__citation-pdp-link"><div class="cl-paper-stat"><svg aria-hidden="true" width="12" height="12" 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data-test-id="citation-paper-title" href="/paper/On-the-size-of-outerplanar-graphs-with-positive-Liu-Lu/54d726ba463c0c2aa97fdfee7b6709036de34302"><h3 id="paper-54d726ba463c0c2aa97fdfee7b6709036de34302" class="cl-paper-title" tabindex="" aria-describedby="">On the size of outerplanar graphs with positive Lin-Lu-Yau Ricci curvature</h3></a><ul class="cl-paper__bulleted-row"><span class="cl-paper-authors"><span data-heap-id="citation_author" data-heap-author-id="2271332522" data-test-id="author-list"><a class="cl-paper-authors__author-box notranslate cl-paper-authors__author-box__with-background" href="/author/Xiaonan-Liu/2271332522"><span class=""><span>Xiaonan Liu</span></span></a></span><span data-heap-id="citation_author" data-heap-author-id="2243962907" data-test-id="author-list"><a class="cl-paper-authors__author-box notranslate cl-paper-authors__author-box__with-background" href="/author/Linyuan-Lu/2243962907"><span class=""><span>Linyuan Lu</span></span></a></span><span data-heap-id="citation_author" data-heap-author-id="2290241673" data-test-id="author-list"><a class="cl-paper-authors__author-box notranslate cl-paper-authors__author-box__with-background" href="/author/Zhiyu-Wang/2290241673"><span class=""><span>Zhiyu Wang</span></span></a></span></span><div class="cl-paper__bulleted-row__item"><span class="cl-paper-fos">Mathematics</span></div><li class="cl-paper__bulleted-row__item"><span class="cl-paper-pubdates"><span>2024</span></span></li></ul><div class="cl-paper-abstract"><span class="" data-test-id="paper-abstract-toggle"><span>In this paper, extending a result of Brooks et.al. [arXiv:2403.04110], we show that if an outerplanar graph $G$ with minimum degree at least $2$ has positive Lin-Lu-Yau curvature on every vertex</span><span>… </span><button aria-label="Expand truncated text" tabindex="0" 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></span></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" 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href="/paper/Deeper-Exploiting-Graph-Structure-Information-by-in-Lai-Liu/8dc0df9046610e9995d8dd2e43282d96dd1fe89f"><h3 id="paper-8dc0df9046610e9995d8dd2e43282d96dd1fe89f" class="cl-paper-title" tabindex="" aria-describedby="">Deeper Exploiting Graph Structure Information by Discrete Ricci Curvature in a Graph Transformer</h3></a><ul class="cl-paper__bulleted-row"><span class="cl-paper-authors"><span data-heap-id="citation_author" data-heap-author-id="1380095959" data-test-id="author-list"><a class="cl-paper-authors__author-box notranslate cl-paper-authors__author-box__with-background" href="/author/Xin-Lai/1380095959"><span class=""><span>Xin Lai</span></span></a></span><span data-heap-id="citation_author" data-heap-author-id="49421824" data-test-id="author-list"><a class="cl-paper-authors__author-box notranslate cl-paper-authors__author-box__with-background" href="/author/Yang-Liu/49421824"><span class=""><span>Yang Liu</span></span></a></span><span data-heap-id="citation_author" data-heap-author-id="2219521990" data-test-id="author-list"><a class="cl-paper-authors__author-box notranslate cl-paper-authors__author-box__with-background" href="/author/Rui-Qian/2219521990"><span class=""><span>Rui Qian</span></span></a></span><span data-heap-id="citation_author" data-heap-author-id="2159412858" data-test-id="author-list"><a class="cl-paper-authors__author-box notranslate cl-paper-authors__author-box__with-background" href="/author/Yong-Lin/2159412858"><span class=""><span>Yong Lin</span></span></a></span><span data-heap-id="citation_author" data-heap-author-id="3006308" data-test-id="author-list"><a class="cl-paper-authors__author-box notranslate cl-paper-authors__author-box__with-background" href="/author/Qiwei-Ye/3006308"><span class=""><span>Qiwei Ye</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=Entropy">Entropy</a></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 work goes deeper by heuristically incorporating a geometric descriptor, the discrete Ricci curvature (DRC), in order to uncover more graph structure information, and presents a curvature-based topology-aware graph transformer, termed Curvphormer.</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/8dc0df9046610e9995d8dd2e43282d96dd1fe89f#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/8dc0df9046610e9995d8dd2e43282d96dd1fe89f"><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="cl-paper-flags 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="8dc0df9046610e9995d8dd2e43282d96dd1fe89f" 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">3 Excerpts</span></button></li></ul></div></div><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="ad9dadabdcfc1e8a1ba41e72d857da02dd5126e3"><a class="link-button--show-visited" data-heap-id="citation_title" data-heap-paper-id="ad9dadabdcfc1e8a1ba41e72d857da02dd5126e3" data-heap-citation-type="citingPapers" data-heap-has-intents="true" data-test-id="citation-paper-title" href="/paper/CurvDrop%3A-A-Ricci-Curvature-Based-Approach-to-Graph-Liu-Zhou/ad9dadabdcfc1e8a1ba41e72d857da02dd5126e3"><h3 id="paper-ad9dadabdcfc1e8a1ba41e72d857da02dd5126e3" class="cl-paper-title" tabindex="" aria-describedby="">CurvDrop: A Ricci Curvature Based Approach to Prevent Graph Neural Networks from Over-Smoothing and Over-Squashing</h3></a><ul class="cl-paper__bulleted-row"><span class="cl-paper-authors"><span data-heap-id="citation_author" data-heap-author-id="49421824" data-test-id="author-list"><a class="cl-paper-authors__author-box notranslate cl-paper-authors__author-box__with-background" href="/author/Yang-Liu/49421824"><span class=""><span>Yang Liu</span></span></a></span><span data-heap-id="citation_author" data-heap-author-id="1857210" data-test-id="author-list"><a class="cl-paper-authors__author-box notranslate cl-paper-authors__author-box__with-background" href="/author/Chuan-Zhou/1857210"><span class=""><span>Chuan Zhou</span></span></a></span><span data-heap-id="citation_author" data-heap-author-id="2151329715" data-test-id="author-list"><span><button data-test-id="author-list-expand" aria-expanded="false" aria-label="Show 4 more authors" 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 cl-paper-authors__toggle cl-paper-authors__toggle__with-background"><span class="cl-button__label">+4 authors</span></button> </span><a class="cl-paper-authors__author-box notranslate cl-paper-authors__author-box__with-background" href="/author/Peng-Zhang/2151329715"><span class=""><span>Peng Zhang</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=WWW">WWW</a></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>A new Curvature-based topology-aware Dropout sampling technique named CurvDrop is proposed, in which the Discrete RicciCurvature is integrated into graph neural networks to enable more expressive graph models.</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="20 Citations" class="cl-paper-stats__item"><a aria-label="Visit citations for this paper" href="/paper/ad9dadabdcfc1e8a1ba41e72d857da02dd5126e3#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>20</div></a></li></ul></div><div class="cl-paper-controls__actions"><div class="cl-paper-flags 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="ad9dadabdcfc1e8a1ba41e72d857da02dd5126e3" 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 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detection</h3></a><ul class="cl-paper__bulleted-row"><span class="cl-paper-authors"><span data-heap-id="citation_author" data-heap-author-id="1380095959" data-test-id="author-list"><a class="cl-paper-authors__author-box notranslate cl-paper-authors__author-box__with-background" href="/author/Xin-Lai/1380095959"><span class=""><span>Xin Lai</span></span></a></span><span data-heap-id="citation_author" data-heap-author-id="26395269" data-test-id="author-list"><a class="cl-paper-authors__author-box notranslate cl-paper-authors__author-box__with-background" href="/author/Shuliang-Bai/26395269"><span class=""><span>Shuliang Bai</span></span></a></span><span data-heap-id="citation_author" data-heap-author-id="2159412858" data-test-id="author-list"><a class="cl-paper-authors__author-box notranslate cl-paper-authors__author-box__with-background" href="/author/Yong-Lin/2159412858"><span class=""><span>Yong Lin</span></span></a></span></span><div class="cl-paper__bulleted-row__item"><span class="cl-paper-fos">Physics, Mathematics</span></div><div class="cl-paper__bulleted-row__item"><span data-heap-id="paper-meta-venue" class="cl-paper-venue cl-paper-venue--paper-metadata">Physica A: Statistical Mechanics and its…</span></div><li class="cl-paper__bulleted-row__item"><span class="cl-paper-pubdates"><span>2022</span></span></li></ul><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="6 Citations" class="cl-paper-stats__item"><a aria-label="Visit citations for this paper" href="/paper/2f0a53589692a659551c63f5a932e75cb88bab61#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>6</div></a></li></ul></div><div class="cl-paper-controls__actions"><div 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data-paper-id="41abac4349a29520ab030c833f583e22f1177663"><a class="link-button--show-visited" data-heap-id="citation_title" data-heap-paper-id="41abac4349a29520ab030c833f583e22f1177663" data-heap-citation-type="citingPapers" data-heap-has-intents="false" data-test-id="citation-paper-title" href="/paper/Graphs-with-nonnegative-Ricci-curvature-and-maximum-Han-Wang/41abac4349a29520ab030c833f583e22f1177663"><h3 id="paper-41abac4349a29520ab030c833f583e22f1177663" class="cl-paper-title" tabindex="" aria-describedby="">Graphs with nonnegative Ricci curvature and maximum degree at most 3</h3></a><ul class="cl-paper__bulleted-row"><span class="cl-paper-authors"><span data-heap-id="citation_author" data-heap-author-id="1400514628" data-test-id="author-list"><a class="cl-paper-authors__author-box notranslate cl-paper-authors__author-box__with-background" href="/author/Fengwen-Han/1400514628"><span class=""><span>Fengwen Han</span></span></a></span><span data-heap-id="citation_author" data-heap-author-id="2251920" data-test-id="author-list"><a class="cl-paper-authors__author-box notranslate cl-paper-authors__author-box__with-background" href="/author/Tao-Ming-Wang/2251920"><span class=""><span>Tao-Ming Wang</span></span></a></span></span><div class="cl-paper__bulleted-row__item"><span class="cl-paper-fos">Mathematics</span></div><li class="cl-paper__bulleted-row__item"><span class="cl-paper-pubdates"><span>2021</span></span></li></ul><div class="cl-paper-abstract"><span class="" data-test-id="paper-abstract-toggle"><span>In this paper, we classify graphs with nonnegative Lin-LuYau-Ollivier Ricci curvature, maximum degree at most 3 and diameter at least 6.</span></span></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" 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data-heap-has-intents="false" data-test-id="citation-paper-title" href="/paper/Ollivier-Ricci-flow-on-weighted-graphs-Bai-Lin/5a93f57ec3f788ee201ff9fe01a86fbd9783cd1e"><h3 id="paper-5a93f57ec3f788ee201ff9fe01a86fbd9783cd1e" class="cl-paper-title" tabindex="" aria-describedby="">Ollivier Ricci-flow on weighted graphs</h3></a><ul class="cl-paper__bulleted-row"><span class="cl-paper-authors"><span data-heap-id="citation_author" data-heap-author-id="26395269" data-test-id="author-list"><a class="cl-paper-authors__author-box notranslate cl-paper-authors__author-box__with-background" href="/author/Shuliang-Bai/26395269"><span class=""><span>Shuliang Bai</span></span></a></span><span data-heap-id="citation_author" data-heap-author-id="88935613" data-test-id="author-list"><a class="cl-paper-authors__author-box notranslate cl-paper-authors__author-box__with-background" href="/author/Yong-Lin/88935613"><span class=""><span>Yong Lin</span></span></a></span><span data-heap-id="citation_author" data-heap-author-id="145838630" data-test-id="author-list"><a class="cl-paper-authors__author-box notranslate cl-paper-authors__author-box__with-background" href="/author/Linyuan-Lu/145838630"><span class=""><span>Linyuan Lu</span></span></a></span><span data-heap-id="citation_author" data-heap-author-id="2108503909" data-test-id="author-list"><a class="cl-paper-authors__author-box notranslate cl-paper-authors__author-box__with-background" href="/author/Zhiyu-Wang/2108503909"><span class=""><span>Zhiyu Wang</span></span></a></span><span data-heap-id="citation_author" data-heap-author-id="116303595" data-test-id="author-list"><a class="cl-paper-authors__author-box notranslate cl-paper-authors__author-box__with-background" href="/author/S.-Yau/116303595"><span class=""><span>S. Yau</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=American%20Journal%20of%20Mathematics">American Journal of Mathematics</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>The existence and uniqueness theorem for solutions to a continuous time normalized Ricci flow for solutions to a continuous time normalized Ricci flow is proved.</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 Citations" class="cl-paper-stats__item"><a aria-label="Visit citations for this paper" 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Lin</span></span></a></span><span data-heap-id="citation_author" data-heap-author-id="116303595" data-test-id="author-list"><a class="cl-paper-authors__author-box notranslate cl-paper-authors__author-box__with-background" href="/author/S.-Yau/116303595"><span class=""><span>S. Yau</span></span></a></span></span><div class="cl-paper__bulleted-row__item"><span class="cl-paper-fos">Mathematics</span></div><li class="cl-paper__bulleted-row__item"><span class="cl-paper-pubdates"><span>2010</span></span></li></ul><div class="cl-paper-abstract"><span class="" data-test-id="paper-abstract-toggle"><span>We give a generalizations of lower Ricci curvature bound in the framework of graphs. We prove that the Ricci curvature in the sense of Bakry and Emery is bounded below by $-1$ on locally finite</span><span>… </span><button aria-label="Expand truncated text" tabindex="0" 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></span></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="244 Citations" class="cl-paper-stats__item"><a aria-label="Visit citations for this paper" href="/paper/07cb3055dbc6392f2bdc523f23d1f0c911a06890#citing-papers" class="cl-paper-stats__citation-pdp-link"><div class="cl-paper-stat"><svg aria-hidden="true" width="12" 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data-test-id="citation-paper-title" href="/paper/Gauss-Bonnet-Formula%2C-Finiteness-Condition%2C-and-of-Chen-Chen/720ac121969af8fffffb49c01cf17fe899bd061a"><h3 id="paper-720ac121969af8fffffb49c01cf17fe899bd061a" class="cl-paper-title" tabindex="" aria-describedby="">Gauss-Bonnet Formula, Finiteness Condition, and Characterizations of Graphs Embedded in Surfaces</h3></a><ul class="cl-paper__bulleted-row"><span class="cl-paper-authors"><span data-heap-id="citation_author" data-heap-author-id="2108951" data-test-id="author-list"><a class="cl-paper-authors__author-box notranslate cl-paper-authors__author-box__with-background" href="/author/Beifang-Chen/2108951"><span class=""><span>Beifang Chen</span></span></a></span><span data-heap-id="citation_author" data-heap-author-id="49901793" data-test-id="author-list"><a class="cl-paper-authors__author-box notranslate cl-paper-authors__author-box__with-background" href="/author/Guantao-Chen/49901793"><span class=""><span>Guantao Chen</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"><span data-heap-id="paper-meta-venue" class="cl-paper-venue cl-paper-venue--paper-metadata">Graphs Comb.</span></div><li class="cl-paper__bulleted-row__item"><span class="cl-paper-pubdates"><span>2008</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>If the absolute total curvature of G, an infinite graph embedded in a closed 2-manifold, is finite, then G has only finite number of vertices of non-vanishing curvature and a Gauss-Bonnet formula 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="38 Citations" class="cl-paper-stats__item"><a aria-label="Visit citations for this paper" href="/paper/720ac121969af8fffffb49c01cf17fe899bd061a#citing-papers" 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Math.</a></div><li class="cl-paper__bulleted-row__item"><span class="cl-paper-pubdates"><span>2015</span></span></li></ul><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="49 Citations" class="cl-paper-stats__item"><a aria-label="Visit citations for this paper" href="/paper/a4e2ba5505b061e8296c04760c4be3f1dbf73ce2#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>49</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/a4e2ba5505b061e8296c04760c4be3f1dbf73ce2"><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="cl-paper-flags 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="a4e2ba5505b061e8296c04760c4be3f1dbf73ce2" data-heap-type="excerpt" data-heap-citation-type="citedPapers" 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 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="e165616ca2fecdd70af650a2b7e7d17b9c4f6e41"><a class="link-button--show-visited" data-heap-id="citation_title" data-heap-paper-id="e165616ca2fecdd70af650a2b7e7d17b9c4f6e41" data-heap-citation-type="citedPapers" data-heap-has-intents="true" data-test-id="citation-paper-title" href="/paper/Ollivier%E2%80%99s-Ricci-Curvature%2C-Local-Clustering-and-on-Jost-Liu/e165616ca2fecdd70af650a2b7e7d17b9c4f6e41"><h3 id="paper-e165616ca2fecdd70af650a2b7e7d17b9c4f6e41" class="cl-paper-title" tabindex="" aria-describedby="">Ollivier’s Ricci Curvature, Local Clustering and Curvature-Dimension Inequalities on Graphs</h3></a><ul class="cl-paper__bulleted-row"><span class="cl-paper-authors"><span data-heap-id="citation_author" data-heap-author-id="103303998" data-test-id="author-list"><a class="cl-paper-authors__author-box notranslate cl-paper-authors__author-box__with-background" href="/author/J.-Jost/103303998"><span class=""><span>J. Jost</span></span></a></span><span data-heap-id="citation_author" data-heap-author-id="48641995" data-test-id="author-list"><a class="cl-paper-authors__author-box notranslate cl-paper-authors__author-box__with-background" href="/author/Shiping-Liu/48641995"><span class=""><span>Shiping Liu</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=Discret.%20Comput.%20Geom.">Discret. Comput. Geom.</a></div><li class="cl-paper__bulleted-row__item"><span class="cl-paper-pubdates"><span>2014</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 employs a definition of generalized Ricci curvature proposed by Ollivier in a general framework of Markov processes and metric spaces and applied in graph theory by Lin–Yau to derive lower RicCI curvature bounds on graphs in terms of such local 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Bauer</span></span></a></span><span data-heap-id="citation_author" data-heap-author-id="103303998" data-test-id="author-list"><a class="cl-paper-authors__author-box notranslate cl-paper-authors__author-box__with-background" href="/author/J.-Jost/103303998"><span class=""><span>J. 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Trundy</span></span></a></span></span><div class="cl-paper__bulleted-row__item"><span class="cl-paper-fos">Mathematics, Physics</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%20High%20Energy%20Physics">Journal of High Energy Physics</a></div><li class="cl-paper__bulleted-row__item"><span class="cl-paper-pubdates"><span>2017</span></span></li></ul><div class="cl-paper-abstract"><span class="" data-test-id="paper-abstract-toggle"><span>We formulate a Euclidean theory of edge length dynamics based on a notion of Ricci curvature on graphs with variable edge lengths. 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H. Smith</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=Discret.%20Math.">Discret. Math.</a></div><li class="cl-paper__bulleted-row__item"><span class="cl-paper-pubdates"><span>2014</span></span></li></ul><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="16 Citations" class="cl-paper-stats__item"><a aria-label="Visit citations for this paper" href="/paper/1b7975cf750838dced858e926ec9afc8ca07c886#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>16</div></a></li><li class="cl-paper-stats__item"><div class="flex-row paper-badge-list"><a class="link-button--no-underline" href="/paper/1b7975cf750838dced858e926ec9afc8ca07c886"><div class="cl-paper-stat cl-paper-stat__collapsable cl-paper-stat__icon-only cl-paper-stat__adjust-badge-position cl-paper-stats__badge__open-access cl-paper-stats__badge-hover" data-test-id="paper-badge-open_access" aria-label="This paper has an available PDF." data-heap-id="paper_badge_open_access"><span class="cl-paper-stats__symbol">PDF</span></div></a></div></li></ul></div><div class="cl-paper-controls__actions"><div class="cl-paper-flags 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="1b7975cf750838dced858e926ec9afc8ca07c886" data-heap-type="excerpt" data-heap-citation-type="citedPapers" 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 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="57279b77b8881dd70734825c0ea8c3eef48ba3b0"><a class="link-button--show-visited" data-heap-id="citation_title" data-heap-paper-id="57279b77b8881dd70734825c0ea8c3eef48ba3b0" data-heap-citation-type="citedPapers" data-heap-has-intents="true" data-test-id="citation-paper-title" href="/paper/Ollivier-Ricci-Idleness-Functions-of-Graphs-Bourne-Cushing/57279b77b8881dd70734825c0ea8c3eef48ba3b0"><h3 id="paper-57279b77b8881dd70734825c0ea8c3eef48ba3b0" class="cl-paper-title" tabindex="" aria-describedby="">Ollivier-Ricci Idleness Functions of Graphs</h3></a><ul class="cl-paper__bulleted-row"><span class="cl-paper-authors"><span data-heap-id="citation_author" data-heap-author-id="47606213" data-test-id="author-list"><a class="cl-paper-authors__author-box notranslate cl-paper-authors__author-box__with-background" href="/author/D.-Bourne/47606213"><span class=""><span>D. Bourne</span></span></a></span><span data-heap-id="citation_author" data-heap-author-id="145812343" data-test-id="author-list"><a class="cl-paper-authors__author-box notranslate cl-paper-authors__author-box__with-background" href="/author/D.-Cushing/145812343"><span class=""><span>D. Cushing</span></span></a></span><span data-heap-id="citation_author" data-heap-author-id="48641995" data-test-id="author-list"><a class="cl-paper-authors__author-box notranslate cl-paper-authors__author-box__with-background" href="/author/Shiping-Liu/48641995"><span class=""><span>Shiping Liu</span></span></a></span><span data-heap-id="citation_author" data-heap-author-id="32512490" data-test-id="author-list"><a class="cl-paper-authors__author-box notranslate cl-paper-authors__author-box__with-background" href="/author/Florentin-M%C3%BCnch/32512490"><span class=""><span>Florentin Münch</span></span></a></span><span data-heap-id="citation_author" data-heap-author-id="2403211" data-test-id="author-list"><a class="cl-paper-authors__author-box notranslate cl-paper-authors__author-box__with-background" href="/author/N.-Peyerimhoff/2403211"><span class=""><span>N. Peyerimhoff</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>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 studies the Ollivier-Ricci curvature of graphs as a function of the chosen idleness and shows that this idleness function is concave and piecewise linear with at most $3$ linear parts in the case of a regular graph.</span></span><button 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