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Kuwagaki, Tatsuki

Graduate School of Science, Division of Mathematics and Mathematical Sciences Associate Professor

Kuwagaki, Tatsuki
list
    Last Updated :2022/09/30

    Basic Information

    Faculty

    • Faculty of Science

    Academic Degree

    • 15 Sep. 2017
      東京大学博士(数理科学)
    • 24 Mar. 2016
      東京大学修士(数理科学)

    Academic Resume (Undergraduate School/Majors)

    • 早稲田大学系属早稲田実業学校高等部, 卒業
    • 早稲田大学, 先進理工学部物理学科, 卒業

    Research History

    • From Apr. 2022, To Present
      Kyoto University, Graduate School of Science Division of Mathematics, 准教授
    • From Apr. 2020, To Mar. 2022
      Osaka University, Graduate School of Science Department of Mathematics, Assistant Professor
    • From Oct. 2017, To Mar. 2020
      The University of Tokyo, Institute for the Physics and Mathematics of the Universe, Project researcher

    ID,URL

    researchmap URL

    list
      Last Updated :2022/09/30

      Research

      Papers

      • Irregular perverse sheaves
        Tatsuki Kuwagaki
        Compositio Mathematica, Mar. 2021, Peer-reviewed
      • Mirror Symmetry for Perverse Schobers from Birational Geometry
        W. Donovan; T. Kuwagaki
        Communications in Mathematical Physics, Jan. 2021, Peer-reviewed
      • The nonequivariant coherent-constructible correspondence for toric stacks
        Tatsuki Kuwagaki
        Duke Mathematical Journal, 15 Aug. 2020, Peer-reviewed
      • Sheaf quantization from exact WKB analysis
        Tatsuki Kuwagaki
        arXiv, Jun. 2020
      • Categorification of Legendrian knots
        Tatsuki Kuwagaki
        Pure and Applied Mathematics Quarterly, 2020, Peer-reviewed
      • Categorical Localization for the Coherent-Constructible Correspondence
        Yuichi Ike; Tatsuki Kuwagaki
        Publications of the Research Institute for Mathematical Sciences, 04 Jan. 2019, Peer-reviewed
      • The nonequivariant coherent-constructible correspondence for toric surfaces
        Tatsuki Kuwagaki
        Journal of Differential Geometry, 01 Oct. 2017, Peer-reviewed

      Misc.

      • Appendix B of "The circle quantum group and the infinite root stack of a curve" by Francesco Sala and Olivier Schiffmann
        Tatsuki Kuwagaki
        Selecta Mathematica, Dec. 2019, Peer-reviewed

      Presentations

      • Sheaf quantization and Riemann—Hilbert correspondence
        Tatsuki Kuwagaki
        Geometry, Symmetry and Physics Seminar, Yale University, Mar. 2022, Invited
      • Riemann--Hilbert correspondence and WKB analysis
        Tatsuki Kuwagaki
        Mathematics Department Colloqium, Jan. 2022, Invited
      • Sheaf quantization of Lagrangian submanifolds
        Tatsuki Kuwagaki
        Complex Geometry symposium, Nov. 2021, Invited
      • Exact WKB analysis and Riemann--Hilbert correspondence
        Tatsuki Kuwagaki
        Exact WKB Analysis, Microlocal Analysis, Painlevé Equations and Related Topics, Oct. 2021, Invited
      • Sheaf quantization and exact WKB analysis
        Tatsuki Kuwagaki
        MSJ Autumn meeting, Sep. 2021
      • Sheaf quantization and principal cluster variety
        Tatsuki Kuwagaki
        Infinite Analysis 2021, Sep. 2021, Invited
      • An introduction to sheaf-theoretic study of symplectic geometry
        Tatsuki Kuwagaki
        Lectures series, Academia Sinica, Invited
      • Exact WKB analysis and sheaf quantization
        Tatsuki Kuwagaki
        Around D-modules nowadays, University of Lisbon, Portugal (online), Jul. 2021, Invited
      • Sheaf quantization and cluster coordinate
        Tatsuki Kuwagaki
        South Osaka Algebra seminar, OCAMI, Japan, Jul. 2021, Invited
      • Sheaf quantization and irregular singularity
        Tatsuki Kuwagaki
        Geometric representation theory seminar, YMSC, China (online), Apr. 2021, Invited
      • Sheaf quantization: example and construction
        Tatsuki Kuwagaki
        Representation theory seminar, RIMS, Kyoto (online), Apr. 2021, Invited
      • Sheaf quantization and exact WKB analysis
        Tatsuki Kuwagaki
        QMAP seminar, UC Davis, USA (online), Apr. 2021, Invited
      • Sheaf quantization from exact WKB analysis
        桑垣樹
        日本数学会年会, 17 Mar. 2021
      • Exact WKB analysis, Fukaya category and RH correspondence
        桑垣樹
        代数解析幾何セミナー、鹿児島大学(online), Feb. 2021, Invited
      • Sheaf quantization and exact WKB analysis
        桑垣樹
        RANT seminar, CUHK(online), Feb. 2021, Invited
      • Lecture series (4 hours) on symplectic geometry in algebraic analysis
        桑垣樹
        Legendrian, cluster algebras, and mirror symmetry, IBS-CGP, Korea (online), Jan. 2021, Invited
      • Cluster coordinates from sheaf quantization of spectral curve
        桑垣樹
        Legendrian, cluster algebras, and mirror symmetry, IBS-CGP, Korea (online), Jan. 2021, Invited
      • Sheaf quantization from spectral network
        桑垣樹
        Math seminar, Michigan State University (online), Sep. 2020, Invited
      • Sheaf quantization and cluster coordinate
        桑垣樹
        紀尾井町セミナー、城西大学(online), Aug. 2020, Invited
      • Sheaf quantization from spectral network
        桑垣樹
        GTM seminar, Kavli IPMU (online), Jul. 2020, Invited
      • Symplectic geometry of exact WKB analysis
        桑垣樹
        代数幾何学セミナー、大阪大学(online), Jun. 2020, Invited
      • Symplectic geometry of exact WKB analysis
        桑垣樹
        Freemath seminar, King`s college London (online), Jun. 2020, Invited
      • Sheaf quantization and microlocal category
        桑垣樹
        集中セミナー、名古屋大学, Feb. 2020, Invited
      • Microlocal sheaf theory and Fukaya category
        桑垣樹
        集中講義、京都大学数学教室, Feb. 2020, Invited
      • Sheaf quantization and microlocal category
        桑垣樹
        京都大学数学教室談話会, Feb. 2020, Invited
      • Microlocal category of higher genus surfaces and their products
        桑垣樹
        シンプレクティック幾何セミナー、名古屋大学, Nov. 2019, Invited
      • Riemann--Hilbert correspondence and Fukaya category
        桑垣樹
        立教数理物理セミナー、立教大学, Jul. 2019, Invited
      • Riemann--Hilbert correspondence and Fukaya category
        桑垣樹
        Homological Algebra Microlocal analysis and Symplectic topology, CIRM, Montreal, Jun. 2019, Invited
      • Irregular Riemann--Hilbert correspondence and Novikov ring
        桑垣樹
        Workshop on Riemann-Hilbert correspondence and D-modules, Humbolt University, Berlin, Germany, May 2019, Invited
      • Riemann--Hilbert correspondence and Fukaya category (poster session)
        桑垣樹
        D-modules, quantum geometry and related topics, RIMS, Dec. 2018
      • Riemann--Hilbert correspondence and Fukaya category
        桑垣樹
        Mathematical Physics seminar, Peking University, Beijing, China, Dec. 2018, Invited
      • Riemann--Hilbert correspondence and Fukaya category
        桑垣樹
        Department Colloquium, UC Berkeley, California, USA, Nov. 2018, Invited
      • Categorification of Legendrian knots
        桑垣樹
        Categorical and Analytic Invariants in Algebraic Geometry IV, 北海道大学, Nov. 2018, Invited
      • Riemann--Hilbert correspondence and Fukaya category
        桑垣樹
        IBS-CGP seminar, IBS-CGP, Pohang, Korea, Oct. 2018, Invited
      • Irregular Riemann--Hilbert correspondence, irregular perverse sheaves, and Fukaya category
        桑垣樹
        葉山シンポジウム、湘南ビレッジセンター, Jul. 2018, Invited
      • Fukaya category and microlocal sheaf theory
        桑垣樹
        Symplectic geometry and around、函館, Mar. 2018, Invited
      • Microlocal geometry, Fukaya category, and mirror symmetry
        桑垣樹
        早稲田若手数学異分野交流会 、早稲田大学, Mar. 2018, Invited
      • Fukaya category and mirolocal sheaf theory, and its application
        桑垣樹
        若者のための現代幾何入門、東京大学, Mar. 2018, Invited
      • Fukaya categories of compact surfaces without counting
        桑垣樹
        Winter School and Workshop "Riemann-Hilbert correspondences", Padua University, Padua, Italy, Feb. 2018
      • On sheaf quantization of Lagrangian submanifolds
        桑垣樹
        GTM seminar, Kavli IPMU, Jan. 2018, Invited
      • Fukaya category of the projective line and microlocal sheaf theory
        桑垣樹
        Mirror symmetry and related topics 2017,京都大学, Dec. 2017, Invited
      • An introduction to the coherent-constructible correspondence
        桑垣樹
        Berkeley-Tokyo Summer School "Geometry, Representation Theory, and Mathematical Physics", University of California, Berkeley, California, USA, Aug. 2017, Invited
      • Introduction to Bridgeland's Riemann-Hilbert problem from Donaldson-Thomas theory
        桑垣樹
        Aspects of Mirror Symmetry Kyoto 2017、京都大学, Jun. 2017
      • Lectures on (1)Introduction to constructible sheaves and Nadler-Zaslow equivalence, (2)Introduction to coherent-constructible correspondence, (3)Proof of coherent-constructible correspondence
        桑垣樹
        Mini workshop on Microlocal Geometry、名古屋大学, Apr. 2017, Invited
      • Homological mirror symmetry for toric stacks via micolocal geometry
        桑垣樹
        Geometry, Analysis and Mathematical Physics、京都大学, Feb. 2017, Invited
      • Homological mirror symmetry for toric stacks via micolocal geometry
        桑垣樹
        複素代数幾何セミナー、大阪大学, Jan. 2017, Invited
      • On the coherent-constructible correspondence
        桑垣樹
        D-modules and Hodge theory, Kavli IPMU, Jan. 2017, Invited
      • Microlocal-geometric approach to homological mirror symmetry for toric varieties
        桑垣樹
        Mathematics seminar, Korea Institute for Advanced Study, Seoul, Korea, Dec. 2016, Invited
      • Homological mirror symmetry via constructible sheaves
        桑垣樹
        MS seminar, Kavli IPMU, Nov. 2016, Invited
      • On the coherent-constructible correspondence
        桑垣樹
        城崎代数幾何シンポジウム, Oct. 2016, Invited
      • The nonequivariant coherent-constructible correspondence for toric stacks
        桑垣樹
        Representation Theory, Geometry, and Combinatorics Seminar, University of California, Berkeley, San Francisco, USA, Sep. 2016, Invited
      • Coherent-constructible correspondence
        桑垣樹
        Mini workshop on mirror symmetry、京都大学, Oct. 2015, Invited
      • An introduction to Stability in Fukaya categories by Haiden-Katzarkov-Kontsevich
        桑垣樹
        Summer School ``Symplectic Geometry and Bridgeland stability", 北海道大学, Aug. 2015, Invited
      • The nonequivariant coherent-constructible correspondence for toric surfaces
        桑垣樹
        Tokyo-Berkeley Summer School "Geometry and Mathematical Physics" student session, Kavli IPMU, Jul. 2015
      • A noncommutative approach to Landau-Ginzburg B-brane categories
        桑垣樹
        代数若手研究会、名古屋大学, Mar. 2015
      • The nonequivariant coherent-constructible correspondence for toric surfaces
        桑垣樹
        日本数学会秋季総合分科会
      • Categorical localization for the coherent-constructible correspondence, (poster session)
        桑垣樹
        Summer school 2016 of the IMJ-PRG ``Symplectic topology, sheaves and mirror symmetry'', Institut de Math\`ematiques de Jussieu-Paris Rive Gauche, Paris, France

      Awards

      • 24 Mar. 2016
        数理科学研究科長賞(東京大学大学院数理科学研究科)
      • 15 Mar. 2014
        並木賞(早稲田大学先進理工学部物理学科)

      External funds: Kakenhi

      • 層量子化の幾何学と代数解析学
        Grant-in-Aid for Early-Career Scientists
        Basic Section 11020:Geometry-related
        Kyoto University
        桑垣 樹
        From 01 Apr. 2022, To 31 Mar. 2027, Granted
        シンプレクティック幾何;深谷圏;超局所層理論;層量子化;変形量子化
      • Perverse sheaves and schobers
        Grant-in-Aid for Scientific Research (B)
        Basic Section 11010:Algebra-related
        The University of Tokyo
        Bondal Alexey
        From 01 Apr. 2020, To 31 Mar. 2025, Granted
        schobers;Schober;Derived category;Perverse sheaves;Minimal Model Program;Algebraic varieties
      • 超局所圏とホモロジー的ミラー対称性の研究
        Grant-in-Aid for Early-Career Scientists
        Basic Section 11020:Geometry-related
        Osaka University;The University of Tokyo
        桑垣 樹
        From 01 Apr. 2018, To 31 Mar. 2022, Granted
        ミラー対称性;深谷圏;リーマン・ヒルベルト対応;完全WKB解析;超局所圏;Riemann-Hilbert対応;超局所幾何;超局所層理論
      • Global Study of Primitive Forms
        Grant-in-Aid for Scientific Research (B)
        Basic Section 11020:Geometry-related
        Kyoto University;The University of Tokyo
        斎藤 恭司
        From 01 Apr. 2018, To 31 Mar. 2023, Granted
        原始形式;周期領域;楕円リー環;楕円アルティン群;楕円アルティンモノイド;周期写像;無限次元リー館;可積分系;ホモトピー群;無限次元リー環;表現論;楕円積分;Eisennstein 級数;原始型式;integrable hierarchy;楕円アルティングン;Drinfeld-Sokorov;安定性条件
      list
        Last Updated :2022/09/30

        Education

        Teaching subject(s)

        • From 01 Apr. 2022, To 31 Mar. 2023
          Seminar on Differential Geometry B
          0533, Fall, Graduate School of Science, 3
        • From 01 Apr. 2022, To 31 Mar. 2023
          Linear Algebra with Exercises B
          N152, Fall, Institute for Liberal Arts and Sciences, 3
        • From 01 Apr. 2022, To 31 Mar. 2023
          Seminar on Differential Geometry A
          0532, Spring, Graduate School of Science, 3
        • From 01 Apr. 2022, To 31 Mar. 2023
          Linear Algebra with Exercises A
          N151, Spring, Institute for Liberal Arts and Sciences, 3
        • From 01 Apr. 2022, To 31 Mar. 2023
          Topology
          4131, Spring, Faculty of Science, 2
        • From 01 Apr. 2022, To 31 Mar. 2023
          Graduate Lecture in Topology
          0403, Spring, Graduate School of Science, 2

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