研究者
J-GLOBAL ID:202001012695220469   更新日: 2021年10月27日

辻村 昇太

Tsujimura Shota
所属機関・部署:
論文 (3件):
  • Shota Tsujimura. Combinatorial Belyi Cuspidalization and Arithmetic Subquotients of the Grothendieck-Teichmüller Group. Publications of the Research Institute for Mathematical Sciences. 2020. 56. 4. 779-829
  • Shota Tsujimura. Geometric Version of the Grothendieck Conjecture for Universal Curves over Hurwitz Stacks: a research announcement. RIMS Kokyuroku Bessatsu. 2020. B83. 217-233
  • Yuichiro Hoshi, Takahiro Murotani, Shota Tsujimura. On the Geometric Subgroups of the Étale Fundamental Groups of Varieties over Real Closed Fields. Mathematische Zeitschrift. 2020. 298. 1-2. 215-229
MISC (9件):
  • Arata Minamide, Shota Tsujimura. Anabelian Group-theoretic Properties of the Pro-$p$ Absolute Galois Groups of Henselian Discrete Valuation Fields. RIMS Preprint 1952. 2021
  • Yuichiro Hoshi, Shota Tsujimura. Construction of Abundant Explicit Nongeometric Pro-$p$ Galois Sections of Punctured Projective Lines. RIMS Preprint 1950. 2021
  • Shota Tsujimura. Construction of Non-$\times\mu$-Indivisible TKND-AVKF-Fields. RIMS Preprint 1949. 2021
  • Shota Tsujimura. On the tempered fundamental groups of hyperbolic curves of genus $0$ over $\overline{\mathbb{Q } }_p. RIMS Preprint 1937. 2021
  • Yuichiro Hoshi, Shinichi Mochizuki, Shota Tsujimura. Combinatorial Construction of the Absolute Galois Group of the Field of Rational Numbers. RIMS Preprint 1935. 2020
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講演・口頭発表等 (24件):
  • Combinatorial construction of the absolute Galois group of the field of rational numbers (II)
    (Inter-universal Teichmüller Theory Summit 2021 2021)
  • Combinatorial construction of the absolute Galois group of the field of rational numbers (I)
    (Inter-universal Teichmüller Theory Summit 2021 2021)
  • Cyclotomic Rigidity via Brauer Groups
    (Invitation to Inter-universal Teichmüller Theory 2021)
  • Model Frobenioids
    (Invitation to Inter-universal Teichmüller Theory 2021)
  • Combinatorial Belyi cuspidalization (II)
    (Combinatorial Anabelian Geometry and Related Topics 2021)
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