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齋藤 隆大

ALUMNI 2025年7月現在、筑波大学が主たる所属機関ではありません

Saito, Takahiro

中央大学 , 理工学部
Chuo University , Faculty of Science and Engineering

オープンアクセス版の論文は「つくばリポジトリ」で読むことができます。
  1. 1. On the Monodromies and the Limit Mixed Hodge Structures of Families of Algebraic Varieties Takahiro Saito; Kiyoshi Takeuchi
      Michigan Mathematical Journal 73: (2023) Semantic Scholar
  2. 2. A description of monodromic mixed Hodge modules Takahiro Saito
      Journal für die reine und angewandte Mathematik (Crelles Journal) 2022: 107 (2022) Semantic Scholar
  3. 3. The bifurcation set of a rational function via Newton polytopes Tat Thang Nguyen; Takahiro Saito; Kiyoshi Takeuchi
      Mathematische Zeitschrift 298: 899 (2021) Semantic Scholar
  4. 4. On the Mixed Hodge Structures of the Intersection Cohomology Stalks of Complex Hypersurfaces Takahiro Saito
      Publications of the Research Institute for Mathematical Sciences 56: 55 (2020) Semantic Scholar
  5. 5. Milnor monodromies and mixed Hodge structures for non-isolated hypersurface singularities Takahiro Saito
      Advances in Mathematics 342: 134 (2019) Semantic Scholar

書籍等出版物情報はまだありません。

  1. 1. モノドロミックな混合ホッジ加群とplumbing上のホッジ超局所層 齋藤隆大
    パンルヴェ方程式の幾何学とその周辺 2025年3月 招待有り
  2. 2. Monodromic mixed Hodge modules and Hodge microsheaves on plumbings 齋藤隆大
    Silver workshop: Complex geometry and related topics VII (Series final) 2025年3月 招待有り
  3. 3. D-modules and the Riemann-Hilbert correspondence as a foundation for mixed Hodge modules 齋藤隆大
    iTHEMS Mathematics seminar 2025年1月 招待有り
  4. 4. モノドロミックな混合ホッジ加群とそのホッジ超局所層への応用, 齋藤隆大
    東京電機大学 数学講演会 2024年12月 招待有り
  5. 5. On the Hodge filtration of the Fourier-Laplace transform of a monodromic D-module 齋藤隆大
    The International Conference on Generalized Functions GF2024 2024年9月
  6. 6. Mixed Hodge modules of normal crossing type on smooth toric varieties
    Conference on Singularity and Birational Geometry, Yonsei University, Seoul 2024年1月
  7. 7. A description of monodromic mixed Hodge modules
    Séminaire de Géométrie, CMLS, École polytechnique, Palaiseau, France 2023年10月
  8. 8. Monodromic mixed Hodge modules for mirror symmetry
    Topology of Singularities and Related Topics , Quy Nhon University, Quy Nhon, Vietnam 2023年9月
  9. 9. A description of monodromic mixed Hodge modules
    Osaka University geometry seminar, Osaka university, Osaka 2022年12月
  10. 10. A description of monodromic mixed Hodge modules
    Workshop on Mirror symmetry and Related Topics, Research Institute for Mathematical Sciences, Kyoto 2022年12月
  11. 11. A description of monodromic mixed Hodge modules
    Singularities, arrangements, and low-dimensional topology, II, Keio university, Kanagawa 2022年11月
  12. 12. A description of monodromic mixed Hodge modules
    Silver workshop V:Complex Geometry and related topics, Okinawa Institute of Science and Technology, Okinawa 2022年8月
  13. 13. A description of monodromic mixed Hodge modules
    eometry and Topology Seminar (online), Vietnam Academy of Science and Technology, Vietnam 2021年9月
  14. 14. Milnor monodromies and mixed Hodge structures for non-isolated hypersurface singularities
    第二回大阪高次元代数多様体論 2019年5月
  15. 15. Computation of Milnor monodromies with mixed Hodge modules
    Seminar at Paris Diderot University 2018年10月
  16. 16. Milnor monodromies and mixed Hodge structures for non-isolated hypersurface singularities
    The 6-th Franco-Japanese-Vietnamese Singularities, the Khanh Hoa University, Vietnam 2018年9月
  17. 17. Milnor monodromies and mixed Hodge structures for non-isolated hypersurface singularities
    Winter School and Workshop ”Riemann-Hilbert correspondences”, Riemann-Hilbert correspondences, University of Padova 2018年2月
  18. 18. Milnor monodromies and mixed Hodge structures for non-isolated hypersurface singularities
    ワークショップ「ホッジ理論と代数幾何学」 2017年8月
  19. 19. On the monodromies and the limit mixed Hodge structures of families of algebraic varieties
    The 12th Kagoshima Algebra-Analysis-Geometry Seminar, Kagoshima University 2017年2月
  20. 20. Limit mixed Hodge structures of families of algebraic varieties and their applications
    D-modules and Hodge theory, Kavli IPMU 2017年1月
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