{"id":498,"date":"2025-10-21T13:43:18","date_gmt":"2025-10-21T13:43:18","guid":{"rendered":"https:\/\/diagrams-conference.org\/2026\/?page_id=498"},"modified":"2026-08-23T17:53:37","modified_gmt":"2026-08-23T17:53:37","slug":"programme","status":"publish","type":"page","link":"https:\/\/diagrams-conference.org\/2026\/programme\/","title":{"rendered":"Programme"},"content":{"rendered":"\n<link rel=\"preconnect\" href=\"https:\/\/fonts.googleapis.com\">\n<link rel=\"preconnect\" href=\"https:\/\/fonts.gstatic.com\" crossorigin>\n<link href=\"https:\/\/fonts.googleapis.com\/css2?family=Fraunces:opsz,wght@9..144,400;9..144,500;9..144,600;9..144,700&#038;family=Source+Serif+4:opsz,wght@8..60,400;8..60,500;8..60,600&#038;family=IBM+Plex+Mono:wght@400;500;600&#038;display=swap\" rel=\"stylesheet\">\n<style>\n  .d26-prog, .d26-prog *{box-sizing:border-box;}\n  .d26-prog{\n    --paper:#FAF7EE;\n    --panel:#F1EBDA;\n    --ink:#22281F;\n    --ink-dim:#6B7A6E;\n    --rule:#D9D2BC;\n    --blue:#2C6478;\n    --gold:#93690F;\n    --violet:#6B4C86;\n    background:var(--paper);\n    color:var(--ink);\n    font-family:'Source Serif 4', Georgia, serif;\n    line-height:1.5;\n    padding:48px 22px 70px;\n    max-width:860px;\n    margin:0 auto;\n    -webkit-font-smoothing:antialiased;\n  }\n  .d26-prog a{color:inherit;}\n\n  \/* ---------- HERO ---------- *\/\n  .d26-prog .hero{text-align:center; margin-bottom:30px;}\n  .d26-prog .hero img.logo{max-width:280px; width:70%; height:auto; margin:0 auto 22px; display:block;}\n  .d26-prog .kicker{\n    font-family:'IBM Plex Mono', monospace;\n    font-size:11px; letter-spacing:.22em; text-transform:uppercase;\n    color:var(--ink-dim); margin-bottom:10px;\n  }\n  .d26-prog h1.title{\n    font-family:'Fraunces', Georgia, serif;\n    font-weight:600;\n    font-size:clamp(2rem, 5.5vw, 3.1rem);\n    letter-spacing:-0.01em;\n    margin:0 0 8px;\n    color:var(--ink);\n  }\n  .d26-prog .dates{\n    font-family:'IBM Plex Mono', monospace;\n    font-size:13px; color:var(--ink-dim); letter-spacing:.04em;\n  }\n\n  \/* ---------- LEGEND ---------- *\/\n  .d26-prog .legend{\n    display:flex; flex-wrap:wrap; justify-content:center; gap:10px 22px;\n    padding:16px 18px; margin:28px 0 30px;\n    border-top:1px solid var(--rule); border-bottom:1px solid var(--rule);\n    font-family:'IBM Plex Mono', monospace; font-size:12px; color:var(--ink-dim);\n  }\n  .d26-prog .legend .item{display:flex; align-items:center; gap:8px;}\n\n  \/* ---------- DAY QUICK-NAV ---------- *\/\n  .d26-prog .daynav{\n    display:flex; justify-content:center; flex-wrap:wrap; gap:8px;\n    margin:0 0 34px;\n  }\n  .d26-prog .daynav a{\n    font-family:'IBM Plex Mono', monospace; font-size:12.5px;\n    color:var(--ink-dim); text-decoration:none;\n    padding:7px 15px; border:1px solid var(--rule); border-radius:999px;\n    transition:color .15s ease, border-color .15s ease, background .15s ease;\n  }\n  .d26-prog .daynav a:hover{color:var(--paper); background:var(--ink); border-color:var(--ink);}\n\n  \/* ---------- DAY SECTIONS ---------- *\/\n  .d26-prog .day-section{margin-bottom:40px; scroll-margin-top:20px;}\n  .d26-prog .day-heading{\n    display:flex; align-items:center; gap:12px;\n    font-family:'Fraunces', Georgia, serif; font-weight:500; font-size:1.5rem;\n    color:var(--ink); margin:0 0 20px; padding-bottom:10px;\n    border-bottom:1px dashed var(--rule);\n  }\n  .d26-prog .day-heading span{color:var(--ink-dim); font-size:.82em; font-weight:400;}\n\n  \/* ---------- SPINE \/ TIMELINE ---------- *\/\n  .d26-prog .spine{list-style:none; margin:0; padding:0; position:relative;}\n  .d26-prog .spine::before{\n    content:''; position:absolute; top:6px; bottom:6px; left:114px;\n    width:0; border-left:2px dotted var(--rule);\n  }\n  .d26-prog .slot{\n    display:grid; grid-template-columns:84px 28px 1fr; column-gap:16px;\n    position:relative; padding:13px 0;\n  }\n  .d26-prog .slot-time{\n    font-family:'IBM Plex Mono', monospace; font-size:11.5px; color:var(--ink-dim);\n    text-align:right; padding-top:3px; white-space:nowrap;\n  }\n  .d26-prog .node{\n    width:14px; height:14px; border-radius:50%; justify-self:center; margin-top:3px;\n    background:var(--paper); border:2px solid var(--rule); position:relative; z-index:2;\n  }\n  .d26-prog .node-plenary{border-color:var(--gold); background:var(--gold);}\n  .d26-prog .node-break{width:8px; height:8px; margin-top:6px; border-color:var(--rule); background:var(--paper);}\n  .d26-prog .node-session{border-color:var(--ink-dim);}\n\n  .d26-prog .slot-body h3, .d26-prog .slot-body h4{margin:0; font-family:'Fraunces', Georgia, serif; font-weight:500;}\n  .d26-prog .slot.plenary .slot-body h3{font-size:1.14rem; color:var(--ink);}\n  .d26-prog .slot.plenary .slot-body h4{font-size:1.02rem; color:var(--ink-dim); font-weight:400;}\n  .d26-prog .slot.break{opacity:.72; padding:5px 0;}\n  .d26-prog .slot.break .slot-body h4{\n    font-size:.9rem; font-weight:400; color:var(--ink-dim);\n    font-family:'IBM Plex Mono', monospace; letter-spacing:.02em;\n  }\n\n  .d26-prog .eyebrow{\n    display:block; font-family:'IBM Plex Mono', monospace; font-size:11px;\n    letter-spacing:.12em; text-transform:uppercase; color:var(--gold); margin-bottom:6px;\n  }\n\n  .d26-prog .chair-line{\n    display:block; font-family:'Source Serif 4', Georgia, serif; font-style:italic;\n    font-size:12.5px; color:var(--ink-dim); margin:-3px 0 8px;\n  }\n\n  .d26-prog .keynote-title{\n    display:block; font-family:'Source Serif 4', Georgia, serif; font-style:italic;\n    font-size:0.95rem; color:var(--ink-dim); margin:2px 0 0;\n  }\n\n  .d26-prog .talks{list-style:none; margin:0; padding:0; display:flex; flex-direction:column; gap:8px;}\n  .d26-prog .talks li{display:flex; align-items:flex-start; gap:10px; padding:5px 8px; border-radius:6px; transition:background .15s ease;}\n  .d26-prog .talks li:hover{background:var(--panel);}\n  .d26-prog .talks .t{font-size:.97rem; color:var(--ink);}\n  .d26-prog .talks .t strong{font-weight:600;}\n\n  .d26-prog .badge{\n    display:inline-flex; flex:0 0 auto; align-items:center; justify-content:center;\n    width:23px; height:23px; border-radius:50%;\n    font-family:'IBM Plex Mono', monospace; font-size:10px; font-weight:600;\n    margin-top:1px; background:transparent;\n  }\n  .d26-prog .badge.lag{color:var(--blue); border:1.5px solid var(--blue);}\n  .d26-prog .badge.s{color:var(--gold); border:1.5px dashed var(--gold);}\n  .d26-prog .badge.t{color:var(--violet); border:2.5px solid var(--violet);}\n\n  .d26-prog .poster-list{list-style:none; margin:0; padding:0; display:flex; flex-direction:column; gap:8px;}\n  .d26-prog .poster-list li{display:flex; align-items:flex-start; gap:12px; padding:5px 8px; border-radius:6px;}\n  .d26-prog .poster-list li:hover{background:var(--panel);}\n  .d26-prog .dot{width:6px; height:6px; border-radius:50%; background:var(--ink-dim); margin-top:8px; flex:0 0 auto;}\n  .d26-prog .poster-list li.mine .dot{background:var(--gold);}\n  .d26-prog .tag{\n    font-family:'IBM Plex Mono', monospace; font-style:normal; font-size:10.5px;\n    letter-spacing:.04em; color:var(--gold); margin-left:6px; white-space:nowrap;\n  }\n\n  .d26-prog footer{\n    text-align:center; margin-top:50px; padding-top:18px; border-top:1px solid var(--rule);\n    font-family:'IBM Plex Mono', monospace; font-size:11px; color:var(--ink-dim); letter-spacing:.03em;\n  }\n\n  .d26-prog .download-section{\n    text-align:center; margin:56px 0 0; padding:32px 20px; border-top:1px solid var(--rule);\n  }\n  .d26-prog .download-section p{\n    font-family:'Source Serif 4', Georgia, serif; font-size:15px; color:var(--ink); margin:0 0 16px;\n  }\n  .d26-prog .download-btn{\n    display:inline-block; padding:13px 30px; background:var(--gold); color:var(--paper);\n    font-family:'Source Serif 4', Georgia, serif; font-size:14px; font-weight:700;\n    text-decoration:none; border-radius:999px; letter-spacing:.02em;\n    transition:opacity .15s ease;\n  }\n  .d26-prog .download-btn:hover{opacity:.85;}\n\n  \/* ---------- RESPONSIVE ---------- *\/\n  @media (max-width:600px){\n    .d26-prog{padding:32px 12px 56px;}\n    .d26-prog .slot{grid-template-columns:62px 20px 1fr; column-gap:9px;}\n    .d26-prog .spine::before{left:76px;}\n    .d26-prog .slot-time{font-size:10px;}\n  }\n\n  \/* ---------- PRINT ---------- *\/\n  @media print{\n    .d26-prog .daynav{display:none;}\n    .d26-prog .talks li:hover, .d26-prog .poster-list li:hover{background:none;}\n    .d26-prog .day-section{page-break-inside:avoid;}\n  }\n<\/style>\n\n<div class=\"d26-prog\">\n\n  <header class=\"hero\">\n    <img decoding=\"async\" class=\"logo\" src=\"data:image\/png;base64,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\" alt=\"DIAGRAMS conference logo\">\n    <div class=\"kicker\">Final Programme<\/div>\n    <h1 class=\"title\">DIAGRAMS 2026<\/h1>\n    <div class=\"dates\">25\u201328 August 2026<\/div>\n    <div class=\"dates\" style=\"margin-top:2px;\">Tallinn University of Technology, Estonia<\/div>\n  <\/header>\n\n  <div class=\"legend\">\n    <span class=\"item\"><span class=\"badge lag\" style=\"width:17px;height:17px;font-size:8.5px;\">L<\/span> L \/ A \/ G \u2014 20 min talk + 10 min discussion<\/span>\n    <span class=\"item\"><span class=\"badge s\" style=\"width:17px;height:17px;font-size:8.5px;\">S<\/span> S \u2014 10 min talk + 5 min discussion<\/span>\n    <span class=\"item\"><span class=\"badge t\" style=\"width:17px;height:17px;font-size:8.5px;\">T<\/span> T \u2014 90 min tutorial<\/span>\n  <\/div>\n\n\n  <nav class=\"daynav\">\n    <a href=\"#d26-tue\">Tue 25<\/a>\n    <a href=\"#d26-wed\">Wed 26<\/a>\n    <a href=\"#d26-thu\">Thu 27<\/a>\n    <a href=\"#d26-fri\">Fri 28<\/a>\n  <\/nav>\n\n  <div class=\"download-section\" style=\"margin-top:0; padding-top:0; border-top:none;\">\n    <a class=\"download-btn\" href=\"https:\/\/diagrams-conference.org\/2026\/wp-content\/uploads\/sites\/3\/2026\/08\/diagrams_2026_programme.pdf\" target=\"_blank\" rel=\"noopener\">Download the Programme (PDF)<\/a>\n  <\/div>\n\n  <!-- ================= TUESDAY ================= -->\n  <section class=\"day-section\" id=\"d26-tue\">\n    <h2 class=\"day-heading\">\n      Tuesday <span>\u00b7 25 August 2026<\/span>\n    <\/h2>\n    <ol class=\"spine\">\n\n      <li class=\"slot plenary\">\n        <div class=\"slot-time\">09.00\u201309.30<\/div>\n        <div class=\"node node-plenary\"><\/div>\n        <div class=\"slot-body\"><h3>Opening<\/h3><\/div>\n      <\/li>\n\n      <li class=\"slot plenary\">\n        <div class=\"slot-time\">09.30\u201310.30<\/div>\n        <div class=\"node node-plenary\"><\/div>\n        <div class=\"slot-body\">\n          <span class=\"eyebrow\">Keynote 1<\/span>\n          <span class=\"chair-line\">Chair: Amar Hadzihasanovic &middot; Room 306<\/span>\n          <h3>Fabio Zanasi<\/h3>\n          <span class=\"keynote-title\">Computing with Pictures: the Rise of String Diagrams in Computer Science<\/span>\n        <\/div>\n      <\/li>\n\n      <li class=\"slot break\">\n        <div class=\"slot-time\">10.30\u201311.00<\/div>\n        <div class=\"node node-break\"><\/div>\n        <div class=\"slot-body\"><h4>Break<\/h4><\/div>\n      <\/li>\n\n      <li class=\"slot session\">\n        <div class=\"slot-time\">11.00\u201312.30<\/div>\n        <div class=\"node node-session\"><\/div>\n        <div class=\"slot-body\">\n          <span class=\"eyebrow\">Session 1<\/span>\n          <span class=\"chair-line\">Chair: Francesco Bellucci &middot; Room 306<\/span>\n          <ul class=\"talks\">\n            <li><span class=\"badge lag\">L<\/span><span class=\"t\"><strong>Jens Lemanski<\/strong> \u2014 Leibniz, Line Diagrams, and Euclidean Proportions<\/span><\/li>\n            <li><span class=\"badge lag\">L<\/span><span class=\"t\"><strong>Karol Wapniarski &amp; Mariusz Urba\u0144ski<\/strong> \u2014 Syllogistic Diagrams and Existential Commitment<\/span><\/li>\n            <li><span class=\"badge s\">S<\/span><span class=\"t\"><strong>Christina Kittsteiner<\/strong> \u2014 The Multifaceted Sorites Diagram<\/span><\/li>\n            <li><span class=\"badge s\">S<\/span><span class=\"t\"><strong>J.-Mart\u00edn Castro-Manzano<\/strong> \u2014 On Carroll Diagrams for Numerical Syllogistic<\/span><\/li>\n          <\/ul>\n        <\/div>\n      <\/li>\n\n      <li class=\"slot break\">\n        <div class=\"slot-time\">12.30\u201314.00<\/div>\n        <div class=\"node node-break\"><\/div>\n        <div class=\"slot-body\"><h4>Lunch<\/h4><\/div>\n      <\/li>\n\n      <li class=\"slot session\">\n        <div class=\"slot-time\">14.00\u201315.30<\/div>\n        <div class=\"node node-session\"><\/div>\n        <div class=\"slot-body\">\n          <span class=\"eyebrow\">Parallel Tutorials<\/span>\n          <ul class=\"talks\">\n            <li><span class=\"badge t\">T<\/span><span class=\"t\"><strong>Emanuel Jannasch<\/strong> \u2014 Heraldry as Information Graphics <span style=\"font-style:italic; color:var(--ink-dim);\">(Room 306)<\/span><\/span><\/li>\n            <li><span class=\"badge t\">T<\/span><span class=\"t\"><strong>Marcos Bautista L\u00f3pez Aznar<\/strong> \u2014 Marlo Logical Boards <span style=\"font-style:italic; color:var(--ink-dim);\">(Room 305D)<\/span><\/span><\/li>\n          <\/ul>\n        <\/div>\n      <\/li>\n\n      <li class=\"slot break\">\n        <div class=\"slot-time\">15.30\u201316.00<\/div>\n        <div class=\"node node-break\"><\/div>\n        <div class=\"slot-body\"><h4>Break<\/h4><\/div>\n      <\/li>\n\n      <li class=\"slot session\">\n        <div class=\"slot-time\">16.00\u201317.15<\/div>\n        <div class=\"node node-session\"><\/div>\n        <div class=\"slot-body\">\n          <span class=\"eyebrow\">Session 2<\/span>\n          <span class=\"chair-line\">Chair: Fabio Zanasi &middot; Room 306<\/span>\n          <ul class=\"talks\">\n            <li><span class=\"badge lag\">L<\/span><span class=\"t\"><strong>Niklas Rentz et al.<\/strong> \u2014 Diagrams as a Service<\/span><\/li>\n            <li><span class=\"badge s\">S<\/span><span class=\"t\"><strong>Risako Ando &amp; Koji Mineshima<\/strong> \u2014 Do Diagrams Help Large Language Models Reason?<\/span><\/li>\n            <li><span class=\"badge lag\">L<\/span><span class=\"t\"><strong>Maximilian Kasperowski et al.<\/strong> \u2014 Pragmatic and Semantic Search in Diagrams<\/span><\/li>\n          <\/ul>\n        <\/div>\n      <\/li>\n\n    <\/ol>\n  <\/section>\n\n  <!-- ================= WEDNESDAY ================= -->\n  <section class=\"day-section\" id=\"d26-wed\">\n    <h2 class=\"day-heading\">\n      Wednesday <span>\u00b7 26 August 2026<\/span>\n    <\/h2>\n    <ol class=\"spine\">\n\n      <li class=\"slot session\">\n        <div class=\"slot-time\">09.00\u201310.30<\/div>\n        <div class=\"node node-session\"><\/div>\n        <div class=\"slot-body\">\n          <span class=\"eyebrow\">Session 3<\/span>\n          <span class=\"chair-line\">Chair: Jessica Carter &middot; Room 306<\/span>\n          <ul class=\"talks\">\n            <li><span class=\"badge lag\">L<\/span><span class=\"t\"><strong>Marcia R. Cerioli, Wagner Sanz &amp; Petrucio Viana<\/strong> \u2014 Graph-based Proofs Can Be Enlightening<\/span><\/li>\n            <li><span class=\"badge lag\">L<\/span><span class=\"t\"><strong>Viktor Blasjo<\/strong> \u2014 Hobbes and the Physicality of Geometry<\/span><\/li>\n            <li><span class=\"badge s\">S<\/span><span class=\"t\"><strong>Mary Elworth<\/strong> \u2014 Knowledge-How and Knowledge-That in the Construction and Use of Diagrams in Mathematics<\/span><\/li>\n            <li><span class=\"badge s\">S<\/span><span class=\"t\"><strong>Noah Greenstein<\/strong> \u2014 Diagrams, Know-How &amp; Beauty<\/span><\/li>\n          <\/ul>\n        <\/div>\n      <\/li>\n\n      <li class=\"slot break\">\n        <div class=\"slot-time\">10.30\u201311.00<\/div>\n        <div class=\"node node-break\"><\/div>\n        <div class=\"slot-body\"><h4>Break<\/h4><\/div>\n      <\/li>\n\n      <li class=\"slot session\">\n        <div class=\"slot-time\">11.00\u201312.30<\/div>\n        <div class=\"node node-session\"><\/div>\n        <div class=\"slot-body\">\n          <span class=\"eyebrow\">Posters session<\/span>\n          <span class=\"chair-line\">Chair: Peter Chapman &middot; Room 306<\/span>\n          <ul class=\"poster-list\">\n            <li><span class=\"dot\"><\/span><span class=\"t\"><strong>J.-Mart\u00edn Castro-Manzano<\/strong> \u2014 A Magic Aristotelian Cube<\/span><\/li>\n            <li><span class=\"dot\"><\/span><span class=\"t\"><strong>Gloria Jacquet<\/strong> \u2014 Legal Design and Diagrammatic Reasoning<\/span><\/li>\n            <li><span class=\"dot\"><\/span><span class=\"t\"><strong>Matthew Hibbin and Peter Rodgers<\/strong> \u2014 3D Euler Diagram Generation Using a Game Engine: Work In Progress<\/span><\/li>\n            <li class=\"mine\"><span class=\"dot\"><\/span><span class=\"t\"><strong>Reetu Bhattacharjee and Amirouche Moktefi<\/strong> \u2014 Alternative dotted circle diagrams<\/span><\/li>\n            <li><span class=\"dot\"><\/span><span class=\"t\"><strong>Yuri Sato and Hazuki Kawamitsu<\/strong> \u2014 Modal Euler Diagrams: Diagrammatic Reasoning Patterns for Modal Logic<\/span><\/li>\n            <li><span class=\"dot\"><\/span><span class=\"t\"><strong>Hans Smessaert and Lorenz Demey<\/strong> \u2014 Diagram Design for Modelling Audiovisual Communication<\/span><\/li>\n            <li><span class=\"dot\"><\/span><span class=\"t\"><strong>Amirouche Moktefi<\/strong> \u2014 Three types of scaffolding<\/span><\/li>\n            <li><span class=\"dot\"><\/span><span class=\"t\"><strong>Junko Itokazu<\/strong> \u2014 Learner-Generated Diagrams in L2 Literary Discussion: Mediational Artifacts in Collaborative Meaning-Making<\/span><\/li>\n            <li><span class=\"dot\"><\/span><span class=\"t\"><strong>Alessio Moretti<\/strong> \u2014 Infinite-Simplexes, Completion-Games and Poly-Lobes: Enriching, by Diffraction, the Oppositional Space BMN?<\/span><\/li>\n          <\/ul>\n        <\/div>\n      <\/li>\n\n      <li class=\"slot break\">\n        <div class=\"slot-time\">12.30\u201314.00<\/div>\n        <div class=\"node node-break\"><\/div>\n        <div class=\"slot-body\"><h4>Lunch<\/h4><\/div>\n      <\/li>\n\n      <li class=\"slot session\">\n        <div class=\"slot-time\">14.00\u201315.30<\/div>\n        <div class=\"node node-session\"><\/div>\n        <div class=\"slot-body\">\n          <span class=\"eyebrow\">Session 4<\/span>\n          <span class=\"chair-line\">Chair: Gianluca Caterina &middot; Room 306<\/span>\n          <ul class=\"talks\">\n            <li><span class=\"badge lag\">L<\/span><span class=\"t\"><strong>Chi Ho Chan et al.<\/strong> \u2014 EvoEuler<\/span><\/li>\n            <li><span class=\"badge lag\">L<\/span><span class=\"t\"><strong>Markus Wallinger et al.<\/strong> \u2014 Combined Network and Set Visualization with Hoop and Linear Diagrams<\/span><\/li>\n            <li><span class=\"badge lag\">L<\/span><span class=\"t\"><strong>Peter Cheng &amp; Irvin Katz<\/strong> \u2014 A Diagrammatic Notation for Social Partner Dancing<\/span><\/li>\n          <\/ul>\n        <\/div>\n      <\/li>\n\n      <li class=\"slot break\">\n        <div class=\"slot-time\">15.30\u201316.00<\/div>\n        <div class=\"node node-break\"><\/div>\n        <div class=\"slot-body\"><h4>Break<\/h4><\/div>\n      <\/li>\n\n      <li class=\"slot session\">\n        <div class=\"slot-time\">16.00\u201317.30<\/div>\n        <div class=\"node node-session\"><\/div>\n        <div class=\"slot-body\">\n          <span class=\"eyebrow\">Session 5<\/span>\n          <span class=\"chair-line\">Chair: Atsushi Shimojima &middot; Room 306<\/span>\n          <ul class=\"talks\">\n            <li><span class=\"badge lag\">A<\/span><span class=\"t\"><strong>Yukari Abe &amp; Emmanuel Manalo<\/strong> \u2014 From Diagrams to Arguments<\/span><\/li>\n            <li><span class=\"badge s\">S<\/span><span class=\"t\"><strong>Masahiro Morii et al.<\/strong> \u2014 Highlighted Multi-Attribute Tables and Decision Making<\/span><\/li>\n            <li><span class=\"badge s\">S<\/span><span class=\"t\"><strong>Andrew Schumann<\/strong> \u2014 Logic Diagrams for Non-Monotonic Relationships<\/span><\/li>\n            <li><span class=\"badge s\">S<\/span><span class=\"t\"><strong>Liane Gabora<\/strong> \u2014 Diagramming the Mind<\/span><\/li>\n            <li><span class=\"badge s\">S<\/span><span class=\"t\"><strong>Dennis McNulty<\/strong> \u2014 The epiDiagram and Some Other Conceptual Resources for Interdisciplinary Diagram Research<\/span><\/li>\n          <\/ul>\n        <\/div>\n      <\/li>\n\n    <\/ol>\n  <\/section>\n\n  <!-- ================= THURSDAY ================= -->\n  <section class=\"day-section\" id=\"d26-thu\">\n    <h2 class=\"day-heading\">\n      Thursday <span>\u00b7 27 August 2026<\/span>\n    <\/h2>\n    <ol class=\"spine\">\n\n      <li class=\"slot plenary\">\n        <div class=\"slot-time\">09.30\u201310.30<\/div>\n        <div class=\"node node-plenary\"><\/div>\n        <div class=\"slot-body\">\n          <span class=\"eyebrow\">Keynote 2<\/span>\n          <span class=\"chair-line\">Chair: Emmanuel Manalo &middot; Room 306<\/span>\n          <h3>Jessica Carter<\/h3>\n          <span class=\"keynote-title\">Diagrams in Mathematical Practice<\/span>\n        <\/div>\n      <\/li>\n\n      <li class=\"slot break\">\n        <div class=\"slot-time\">10.30\u201311.00<\/div>\n        <div class=\"node node-break\"><\/div>\n        <div class=\"slot-body\"><h4>Break<\/h4><\/div>\n      <\/li>\n\n      <li class=\"slot session\">\n        <div class=\"slot-time\">11.00\u201312.30<\/div>\n        <div class=\"node node-session\"><\/div>\n        <div class=\"slot-body\">\n          <span class=\"eyebrow\">Session 6<\/span>\n          <span class=\"chair-line\">Chair: Amirouche Moktefi &middot; Room 306<\/span>\n          <ul class=\"talks\">\n            <li><span class=\"badge lag\">A<\/span><span class=\"t\"><strong>Samuel Descarreaux, Bruno Leclercq<\/strong> \u2014 Logical Necessity and Diagrammatic Inferences in the Emergence of Mathematical Logic: F. A. Lange, G. Frege, and C. S. Peirce<\/span><\/li>\n            <li><span class=\"badge s\">S<\/span><span class=\"t\"><strong>Francesco Bellucci<\/strong> \u2014 Reference by Occurrence in Quantification<\/span><\/li>\n            <li><span class=\"badge s\">S<\/span><span class=\"t\"><strong>Arnold Oostra<\/strong> \u2014 From Peirce to Zellweger<\/span><\/li>\n            <li><span class=\"badge s\">S<\/span><span class=\"t\"><strong>Takashi Sasaki<\/strong> \u2014 Representational Normalization and Non-Injective Translation in Peirce&#8217;s Alpha Existential Graphs<\/span><\/li>\n            <li><span class=\"badge s\">S<\/span><span class=\"t\"><strong>Nathan Haydon<\/strong> \u2014 Categorial Grammar and Existential Graphs<\/span><\/li>\n          <\/ul>\n        <\/div>\n      <\/li>\n\n      <li class=\"slot break\">\n        <div class=\"slot-time\">12.30\u201314.00<\/div>\n        <div class=\"node node-break\"><\/div>\n        <div class=\"slot-body\"><h4>Lunch<\/h4><\/div>\n      <\/li>\n\n      <li class=\"slot session\">\n        <div class=\"slot-time\">14.00\u201315.30<\/div>\n        <div class=\"node node-session\"><\/div>\n        <div class=\"slot-body\">\n          <span class=\"eyebrow\">Session 7<\/span>\n          <span class=\"chair-line\">Chair: Hans Smessaert &middot; Room 306<\/span>\n          <ul class=\"talks\">\n            <li><span class=\"badge lag\">L<\/span><span class=\"t\"><strong>Yuri Uesaka &amp; Shun Saso<\/strong> \u2014 An Empirical Examination of Diagrammatic Competency<\/span><\/li>\n            <li><span class=\"badge lag\">L<\/span><span class=\"t\"><strong>Emmanuel Manalo, Reena Cheruvalath &amp; Hiroaki Ayabe<\/strong> \u2014 Can Planning with Diagrams Help Students Think More Critically About Moral Questions?<\/span><\/li>\n            <li><span class=\"badge s\">S<\/span><span class=\"t\"><strong>Friederike Brockhaus<\/strong> \u2014 Pictographic Representations Enhance Understanding of Simple Dynamic Systems<\/span><\/li>\n            <li><span class=\"badge s\">S<\/span><span class=\"t\"><strong>Ann Mary John et al.<\/strong> \u2014 Drawing Solutions: A Cross-Linguistic Diagram-Based Study of Ordinality in Problem-Solving<\/span><\/li>\n          <\/ul>\n        <\/div>\n      <\/li>\n\n      <li class=\"slot break\">\n        <div class=\"slot-time\">15.30\u201316.00<\/div>\n        <div class=\"node node-break\"><\/div>\n        <div class=\"slot-body\"><h4>Break<\/h4><\/div>\n      <\/li>\n\n      <li class=\"slot plenary\">\n        <div class=\"slot-time\">16.00\u201317.00<\/div>\n        <div class=\"node node-plenary\"><\/div>\n        <div class=\"slot-body\"><h3>Diagrams assembly<\/h3><span class=\"chair-line\" style=\"margin-top:2px;\">Room 306<\/span><\/div>\n      <\/li>\n\n      <li class=\"slot plenary\">\n        <div class=\"slot-time\">19.00<\/div>\n        <div class=\"node node-plenary\"><\/div>\n        <div class=\"slot-body\"><h3>Conference Dinner<\/h3><\/div>\n      <\/li>\n\n    <\/ol>\n  <\/section>\n\n  <!-- ================= FRIDAY ================= -->\n  <section class=\"day-section\" id=\"d26-fri\">\n    <h2 class=\"day-heading\">\n      Friday <span>\u00b7 28 August 2026<\/span>\n    <\/h2>\n    <ol class=\"spine\">\n\n      <li class=\"slot session\">\n        <div class=\"slot-time\">09.30\u201310.30<\/div>\n        <div class=\"node node-session\"><\/div>\n        <div class=\"slot-body\">\n          <span class=\"eyebrow\">Session 8<\/span>\n          <span class=\"chair-line\">Chair: Peter Cheng &middot; Room 306<\/span>\n          <ul class=\"talks\">\n            <li><span class=\"badge lag\">L<\/span><span class=\"t\"><strong>Stef Frijters &amp; Atahan Erbas<\/strong> \u2014 Inferring Relations from Relations<\/span><\/li>\n            <li><span class=\"badge s\">S<\/span><span class=\"t\"><strong>Jerzy Krol<\/strong> \u2014 Are Graphs, Built on Logical Independence, Capable to Replace Quantum Thinking?<\/span><\/li>\n            <li><span class=\"badge s\">S<\/span><span class=\"t\"><strong>J.-Mart\u00edn Castro-Manzano<\/strong> \u2014 On Paraconsistent Diagrams<\/span><\/li>\n          <\/ul>\n        <\/div>\n      <\/li>\n\n      <li class=\"slot break\">\n        <div class=\"slot-time\">10.30\u201311.00<\/div>\n        <div class=\"node node-break\"><\/div>\n        <div class=\"slot-body\"><h4>Break<\/h4><\/div>\n      <\/li>\n\n      <li class=\"slot session\">\n        <div class=\"slot-time\">11.00\u201312.30<\/div>\n        <div class=\"node node-session\"><\/div>\n        <div class=\"slot-body\">\n          <span class=\"eyebrow\">Graduate symposium<\/span>\n          <span class=\"chair-line\">Chair: Nathan Hydon &middot; Room 306<\/span>\n          <ul class=\"talks\">\n            <li><span class=\"badge lag\">G<\/span><span class=\"t\"><strong>Chi Ho Chan<\/strong> \u2014 Generating a Set of Area-Proportional Euler and Venn Diagrams<\/span><\/li>\n            <li><span class=\"badge lag\">G<\/span><span class=\"t\"><strong>Kwok Shun Lee<\/strong> \u2014 Non-Identity with Mutual Dependence: The Formal Structure of Korean Confucian Doseol and the Limits of Sentential Representation<\/span><\/li>\n            <li><span class=\"badge lag\">G<\/span><span class=\"t\"><strong>Matt Cuffaro<\/strong> \u2014 Behavioral Types for Goguen&#8217;s Algebraic Semiotics<\/span><\/li>\n          <\/ul>\n        <\/div>\n      <\/li>\n\n      <li class=\"slot break\">\n        <div class=\"slot-time\">12.30\u201314.00<\/div>\n        <div class=\"node node-break\"><\/div>\n        <div class=\"slot-body\"><h4>Lunch<\/h4><\/div>\n      <\/li>\n\n      <li class=\"slot session\">\n        <div class=\"slot-time\">14.00\u201315.30<\/div>\n        <div class=\"node node-session\"><\/div>\n        <div class=\"slot-body\">\n          <span class=\"eyebrow\">Session 9<\/span>\n          <span class=\"chair-line\">Chair: Dave Beisecker &middot; Room 306<\/span>\n          <ul class=\"talks\">\n            <li><span class=\"badge lag\">L<\/span><span class=\"t\"><strong>Tuomo Hiippala et al.<\/strong> \u2014 Discourse-Driven Decomposition of Diagrammatic Representations<\/span><\/li>\n            <li><span class=\"badge s\">S<\/span><span class=\"t\"><strong>Yuri Sato &amp; Yuzuki Ono<\/strong> \u2014 Visual Metaphors for Abstract Conditions<\/span><\/li>\n            <li><span class=\"badge s\">S<\/span><span class=\"t\"><strong>Ozan Altan Altinok<\/strong> \u2014 Tree of Life as Performative Representation<\/span><\/li>\n          <\/ul>\n        <\/div>\n      <\/li>\n\n      <li class=\"slot break\">\n        <div class=\"slot-time\">15.30\u201316.00<\/div>\n        <div class=\"node node-break\"><\/div>\n        <div class=\"slot-body\"><h4>Break<\/h4><\/div>\n      <\/li>\n\n      <li class=\"slot plenary\">\n        <div class=\"slot-time\">16.00\u201317.00<\/div>\n        <div class=\"node node-plenary\"><\/div>\n        <div class=\"slot-body\">\n          <span class=\"eyebrow\">Keynote 3<\/span>\n          <span class=\"chair-line\">Chair: Pawel M. Sobocinski &middot; Room 306<\/span>\n          <h3>Peter Cheng<\/h3>\n          <span class=\"keynote-title\">Representing Knowledge and Thought<\/span>\n        <\/div>\n      <\/li>\n\n      <li class=\"slot plenary\">\n        <div class=\"slot-time\">17.00\u201317.15<\/div>\n        <div class=\"node node-plenary\"><\/div>\n        <div class=\"slot-body\"><h3>Closing<\/h3><span class=\"chair-line\" style=\"margin-top:2px;\">Room 306<\/span><\/div>\n      <\/li>\n\n    <\/ol>\n  <\/section>\n\n  <div class=\"download-section\">\n    <p>Want a copy to keep, print, or take with you?<\/p>\n    <a class=\"download-btn\" href=\"https:\/\/diagrams-conference.org\/2026\/wp-content\/uploads\/sites\/3\/2026\/08\/diagrams_2026_programme.pdf\" target=\"_blank\" rel=\"noopener\">Download the Programme (PDF)<\/a>\n  <\/div>\n\n  <footer>DIAGRAMS 2026 \u2014 Final Programme<\/footer>\n\n<\/div>\n","protected":false},"excerpt":{"rendered":"<p>Final Programme DIAGRAMS 2026 25\u201328 August 2026 Tallinn University of Technology, Estonia L L \/ A \/ G \u2014 20 min talk + 10 min discussion S S \u2014 10 min talk + 5 min discussion T T \u2014 90 min tutorial Tue 25 Wed 26 Thu 27 Fri 28 Download the Programme (PDF) Tuesday [&hellip;]<\/p>\n","protected":false},"author":10002,"featured_media":0,"parent":0,"menu_order":7,"comment_status":"closed","ping_status":"closed","template":"","meta":{"footnotes":""},"class_list":["post-498","page","type-page","status-publish","hentry"],"_links":{"self":[{"href":"https:\/\/diagrams-conference.org\/2026\/wp-json\/wp\/v2\/pages\/498","targetHints":{"allow":["GET"]}}],"collection":[{"href":"https:\/\/diagrams-conference.org\/2026\/wp-json\/wp\/v2\/pages"}],"about":[{"href":"https:\/\/diagrams-conference.org\/2026\/wp-json\/wp\/v2\/types\/page"}],"author":[{"embeddable":true,"href":"https:\/\/diagrams-conference.org\/2026\/wp-json\/wp\/v2\/users\/10002"}],"replies":[{"embeddable":true,"href":"https:\/\/diagrams-conference.org\/2026\/wp-json\/wp\/v2\/comments?post=498"}],"version-history":[{"count":10,"href":"https:\/\/diagrams-conference.org\/2026\/wp-json\/wp\/v2\/pages\/498\/revisions"}],"predecessor-version":[{"id":799,"href":"https:\/\/diagrams-conference.org\/2026\/wp-json\/wp\/v2\/pages\/498\/revisions\/799"}],"wp:attachment":[{"href":"https:\/\/diagrams-conference.org\/2026\/wp-json\/wp\/v2\/media?parent=498"}],"curies":[{"name":"wp","href":"https:\/\/api.w.org\/{rel}","templated":true}]}}