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J-GLOBAL ID：201901005193402981   Update date: Sep. 10, 2024

Seto Tatsuki

セト タツキ | Seto Tatsuki
Affiliation and department：
Meiji Pharmaceutical University Education and Research Center for Pharmacy

About Meiji Pharmaceutical University Education and Research Center for Pharmacy


Job title： Senior Lecturer
Homepage URL  (1)： https://sites.google.com/site/tatsukiseto0415/
Research field  (1)： Geometry
Research keywords  (4)： Topology ,  Differential Geometry ,  Noncommutative Geometry ,  index theorem
Research theme for competitive and other funds  (1)：
  • 2021 - 2026 Noncommutative Geometry on fractals and index theory
Papers (6)：
  • Takashi Maruyama, Tatsuki Seto. A Combinatorial integration on the Cantor dust. Math. J. Okayama Univ. 2024. 66. 115-124
  • Takashi Maruyama, Tatsuki Seto. A combinatorial Fredholm module on self-similar sets built on $n$-cubes. Journal of Fractal Geometry. 2023. 10. 3. 303-332
  • Tatsuki Seto. A cyclic cocycle and relative index theorems on partitioned manifolds. Tokyo J. of Math. 2019. 42. 2. 431-448
  • Tatsuki Seto. Toeplitz operators and the Roe-Higson type index theorem. J. Noncommut. Geom. 2018. 12. 2. 637-670
  • Tatsuki Seto. A note on Atiyah's $Γ$-index theorem in Heisenberg calculus. KODAI MATHEMATICAL JOURNAL. 2017. 40. 3. 577-583
ｍore...
MISC (1)：
  • Takashi Maruyama, Tatsuki Seto. A Young type integration on self-similar sets in intervals. arXiv:2408.15468. 2024
Books (1)：
  • 微分積分ことはじめ
    ムイスリ出版 2023 ISBN:9784896413175
Lectures and oral presentations  (19)：
  • n次元立方体上の自己相似集合におけるFredholm加群について
    (第71回 幾何学シンポジウム 2024)
  • n次元立方体上の自己相似集合におけるFredholm加群について
    (日本数学会2024年度年会 2024)
  • A Fredholm module on self-similar sets built on $n$-cubes
    (2020)
  • 分割された多様体上のToeplitz指数定理
    (第87回岐阜数理科学セミナー 2019)
  • An index theorem for Toeplitz operators on partitioned manifolds
    (Special Session on Coarse Geometry, Index Theory, and Operator Algebras: Around the Mathematics of John Roe 2019)
ｍore...
Education (1)：
  • 2013 - 2016 Nagoya University Graduate School of Mathematics Graduate Program for Doctoral Degree (Ph. D.)
Professional career (1)：
  • Doctor of Mathematical Sciences (Nagoya University)
Work history (11)：
  • 2019/07 - 現在 Meiji Pharmaceutical University Education and Research Center for Pharmacy Lecturer (full time)
  • 2018/04 - 2019/06 Nagoya University Graduate School of Mathematics Researcher
  • 2016/09 - 2019/06 Nagoya City University Lecturer (part-time)
  • 2019/04 - 2019/05 Gifu University Faculty of Engineering Lecturer (part-time)
  • 2018/04 - 2019/03 Nagoya University Lecturer (part-time)
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Association Membership(s) (1)：
The Mathematical Society of Japan
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