Personnel Information

写真a

Kagaya Takashi


The master's program in charge

Division of Information and Electronic Engineering

The department in charge

Department of Sciences and Informatics

Job title

Associate Professor
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Research field 【 display / non-display 】

  • Natural Science / Mathematical analysis

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Keywords for Research Field 【 display / non-display 】

  • Geometric flow

  • Partial differential equation

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Graduate school・Graduate course, etc. 【 display / non-display 】

  • Hokkaido University

    2014.03，Master's Course，その他，数学専攻，Completed，Japan

  • Tokyo Institute of Technology

    2017.03，Doctoral program，Graduate School, Division of Science and Engineering，数学専攻，Completed，Japan

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Degree 【 display / non-display 】

  • 修士（理学）

    外力項付き曲線短縮方程式に対するCapillary自由境界値問題

  • 博士（理学）

    Effects of a contact energy for surfaces

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Career 【 display / non-display 】

  • 東京工業大学　日本学術振興会特別研究員DC2

    2016.04.01 ～ 2017.03.31

  • 東京工業大学　日本学術振興会特別研究員PD

    2017.04.01 ～ 2018.01.31

  • 九州大学マス・フォア・インダストリ研究所　助教

    2018.02.01 ～ 2021.09.30

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Papers 【 display / non-display 】

  • Sharp interface limit for a quasi-linear large deviation rate function

    T. Kagaya and K. Tsunoda，Mathematical Physics, Analysis and Geometry，2024.10

  • A representation formula for viscosity solutions of nonlocal Hamilton-Jacobi equations and applications

    T. Kagaya, Q. Liu and H. Mitake，SIAM Journal on Mathematical Analysis，2024.08

  • Mean curvature flow for generating discrete surfaces with piecewise constant mean curvatures

    K. Hayashi, Y. Jikumaru, M. Ohsaki, T. Kagaya, Y. Yokosuka，Computer Aided Geometric Design，2023.04

  • Long time behavior for a curvature flow of networks related to grain boundary motion with the effect of lattice misoriantations

    T. Kagaya, M. Mizuno and K. Takasao，Annali della Scuola Normale Superiore di Pisa. Classe di Scienze，2023.04

  • Quasiconvexity preserving property for fully nonlinear nonlocal parabolic equations

    T. Kagaya, Q. Liu and H. Mitake，Nonlinear Differential Equations and Applications NoDEA，2022.12

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International conference proceedings 【 display / non-display 】

  • A note on traveling waves for area-preserving geometric flows

    T. Kagaya and Y. Kohsaka，Advanced Studies in Pure Mathematics，2020.12

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Presentaion at conference, meeting, etc. 【 display / non-display 】

  • Singular Dirichlet boundary condition for a class of fully nonlinear parabolic equations

    Takashi Kagaya，Gradient Flows in Geometry and PDE，なし，2025.01.20，Australia

  • 勾配流を用いた曲面の形状解析

    可香谷隆，第7回形状設計数学セミナー，なし，2025.01.10

  • Sharp interface limit for a large deviation rate function

    可香谷隆，第12回弘前非線形方程式研究会，なし，2024.11.29

  • Sharp interface limit for a large deviation rate function

    Takashi Kagaya，Geometric PDE and Applied Analysis Seminar，なし，2024.10.24，Japan

  • Sharp interface limit for a quasi-linear large deviation rate function

    可香谷隆，HMMCセミナー，なし，2024.09.19

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Class subject in charge 【 display / non-display 】

  • 微分積分Ａ（Fクラス）

    2024，Department

  • 微分積分Ａ（Dクラス）

    2024，Department

  • 基盤情報学演習

    2024，Department

  • 微分積分C（夜間主コース）

    2024，Department

  • 解析学

    2024，Department

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