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J-GLOBAL ID：201101020548720750   Update date: Nov. 18, 2024

Ueda Kazushi

ウエダ カズシ | Ueda Kazushi
Affiliation and department：
The University of Tokyo

About The University of Tokyo


Research field  (1)： Geometry
Research keywords  (13)： 幾何学 ,  解析学 ,  完全可積分系 ,  モジュライ空間 ,  箙 ,  旗多様体 ,  ブレーン・タイリング ,  ポテンシャル関数 ,  安定性 ,  対数的ベクトル場 ,  三角圏 ,  コアメーバ ,  ミラー対称性
Research theme for competitive and other funds  (10)：
  • 2021 - 2024 非可換代数幾何学を用いた可積分系の研究
  • 2016 - 2021 Homological mirror symmetry and tropical geometry
  • 2015 - 2020 Tropical geometry and magnetoencephalography
  • 2016 - 2019 Moduli of noncommutative algebraic varieties
  • 2015 - 2019 Singularities and derived catetories
Show all
Papers (54)：
  • Yankı Lekili, Kazushi Ueda. On homological mirror symmetry for the complement of a smooth ample divisor in a K3 surface. Kyoto Journal of Mathematics. 2024. 64. 2
  • Akira Ishii, Álvaro Nolla, Kazushi Ueda. Dimer models and group actions. Mathematische Zeitschrift. 2023. 306. 1
  • Yankı Lekili, Kazushi Ueda. Homological mirror symmetry for Milnor fibers via moduli of A-infinity-structures. Journal of Topology. 2022. 15. 3. 1058-1106
  • Atsuhira NAGANO, Kazushi UEDA. The ring of modular forms of O(2,4;Z) with characters. Hokkaido Mathematical Journal. 2022. 51. 2
  • Atsuhira Nagano, Kazushi Ueda. The ring of modular forms for the even unimodular lattice of signature (2,18). Hiroshima Mathematical Journal. 2022. 52. 1
ｍore...
MISC (22)：
  • Tarig Abdelgadir, Shinnosuke Okawa, Kazushi Ueda. Compact moduli of marked noncommutative cubic surfaces. 2024
  • Kazushi Ueda. Moduli of K3 surfaces of degree 2 with four rational double points of type $D_4. 2024
  • Tarig Abdelgadir, Daniel Chan, Shinnosuke Okawa, Kazushi Ueda. Degenerations of orbifold curves as noncommutative varieties. 2024
  • Tarig Abdelgadir, Daniel Chan, Shinnosuke Okawa, Kazushi Ueda. A compact moduli of orbifold projective curves. 2024
  • Shinnosuke Okawa, Kazushi Ueda. AS-regular algebras from acyclic spherical helices. 2020
ｍore...
Lectures and oral presentations  (51)：
  • Homological mirror symmetry for projective hypersurfaces of general type
    (Geometry and Mathematical Physics 2024)
  • Affine Weyl group actions on moduli spaces of marked noncommutative del Pezzo surfaces
    (RIMS-MFO Tandem Workshop: Algebraic Geometry and Noncommutative Projective Varieties 2024)
  • Kobayashi's duality and mirror symmetry
    (Workshop on Tropical Geometry, Singularity theory, and Algebraic Geometry 2024)
  • Mirror symmetry and degeneration
    (2024)
  • Dimers, clusters, and mirrors
    (Eastern Hemisphere Colloquium on Geometry and Physics 2024)
ｍore...
Professional career (1)：
  • 理博第2963号 (京都大学)
Work history (4)：
  • 2015/04 - 現在 The University of Tokyo Graduate School of Mathematical Sciences Associate Professor
  • 2012/01 - 2015/03 Osaka University Graduate School of Science Associate Professor
  • 2007/04 - 2011/12 Osaka University Graduate School of Science Assistant Professor
  • 2006/04 - 2007/03 Osaka University Graduate School of Science Designated Researcher
※ Researcher’s information displayed in J-GLOBAL is based on the information registered in researchmap. For details, see here.

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