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On pro-p anabelian geometry for hyperbolic curves of genus 0 over p-adic fields

On pro-p anabelian geometry for hyperbolic curves of genus 0 over p-adic fields
Digital文書・図像類
TSUJIMURA, ShotaResearch Institute for Mathematical Sciences, Kyoto University2024-04p.1-46
Available onlineOther Libraries in Japan
  • Author HeadingTSUJIMURA, Shota

The Anabelian Geometry of Configuration Spaces of Hyperbolic Curves in Positive Characteristic

The Anabelian Geometry of Configuration Spaces of Hyperbolic Curves in Positive Characteristic
Digital文書・図像類
HOSHI, Yuichiro, SAWADA, Koichiro, TSUJIMURA, ShotaResearch Institute for Mathematical Sciences, Kyoto University2024-05p.1-41
Available onlineOther Libraries in Japan
  • Author HeadingHOSHI, Yuichiro SAWADA, Koichiro TSUJIMURA, Shota

Grothendieck Conjecture for Hyperbolic Curves over Finitely Generated Fields of Positive Characteristic via Compatibility of Cyclotomes

Grothendieck Conjecture for Hyperbolic Curves over Finitely Generated Fields of Positive Characteristic via Compatibility of Cyclotomes
Digital文書・図像類
TSUJIMURA, ShotaResearch Institute for Mathematical Sciences, Kyoto University2023-07p.1-30
Available onlineOther Libraries in Japan
  • Author HeadingTSUJIMURA, Shota

Resolution of Nonsingularities, Point-theoreticity, and Metric-admissibility for p-adic Hyperbolic Curves

Resolution of Nonsingularities, Point-theoreticity, and Metric-admissibility for p-adic Hyperbolic Curves
Digital文書・図像類
MOCHIZUKI, Shinichi, TSUJIMURA, ShotaResearch Institute for Mathematical Sciences Kyoto University2023-06p.1-107
Available onlineOther Libraries in Japan
  • Author HeadingMOCHIZUKI, Shinichi TSUJIMURA, Shota

Anabelian Geometry for Henselian Discrete Valuation Fields with Quasi-finite Residues

Anabelian Geometry for Henselian Discrete Valuation Fields with Quasi-finite Residues
Digital文書・図像類
MINAMIDE, Arata, TSUJIMURA, ShotaResearch Institute for Mathematical Sciences, Kyoto University2023-06p.1-68
Available onlineOther Libraries in Japan
  • Author HeadingMINAMIDE, Arata TSUJIMURA, Shota

On the Injectivity of the Homomorphisms from the Automorphism Groups of Fields to the Outer Automorphism Groups of the Absolute Galois Groups

On the Injectivity of the Homomorphisms from the Automorphism Groups of Fields to the Outer Automorphism Groups of the Absolute Galois Groups
Digital文書・図像類
HOSHI, Yuichiro, TSUJIMURA, ShotaResearch Institute for Mathematical Sciences, Kyoto University2022-07p.1-11
Available onlineOther Libraries in Japan
  • Author HeadingHOSHI, Yuichiro TSUJIMURA, Shota

Birational Anabelian Grothendieck Conjecture for Curves over Arbitrary Cyclotomic Extension Fields of Number Fields

Birational Anabelian Grothendieck Conjecture for Curves over Arbitrary Cyclotomic Extension Fields of Number Fields
Digital文書・図像類
TSUJIMURA, ShotaResearch Institute for Mathematical Sciences, Kyoto University2022-02p.1-38
Available onlineOther Libraries in Japan
  • Author HeadingTSUJIMURA, Shota

A Note on Stable Reduction of Smooth Curves Whose Jacobians Admit Stable Reduction

A Note on Stable Reduction of Smooth Curves Whose Jacobians Admit Stable Reduction
Digital文書・図像類
HOSHI, Yuichiro, TSUJIMURA, ShotaResearch Institute for Mathematical Sciences, Kyoto University2022-08p.1-10
Available onlineOther Libraries in Japan
  • Author HeadingHOSHI, Yuichiro TSUJIMURA, Shota

On Generalizations of Anabelian Group-theoretic Properties

On Generalizations of Anabelian Group-theoretic Properties
Digital文書・図像類
MINAMIDE, Arata, SAWADA, Koichiro, TSUJIMURA, ShotaResearch Institute for Mathematical Sciences, Kyoto University2022-08p.1-24
Available onlineOther Libraries in Japan
  • Author HeadingMINAMIDE, Arata SAWADA, Koichiro TSUJIMURA, Shota

Anabelian Group-theoretic Properties of the Pro-p Absolute Galois Groups of Henselian Discrete Valuation Fields

Anabelian Group-theoretic Properties of the Pro-p Absolute Galois Groups of Henselian Discrete Valuation Fields
Digital文書・図像類
MINAMIDE, Arata, TSUJIMURA, ShotaResearch Institute for Mathematical Sciences, Kyoto University2021-08p.1-28
Available onlineOther Libraries in Japan
  • Author HeadingMINAMIDE, Arata TSUJIMURA, Shota

Construction of Non-×μ-Indivisible TKND-AVKF-Fields

Construction of Non-×μ-Indivisible TKND-AVKF-Fields
Digital文書・図像類
辻村, 昇太Research Institute for Mathematical Sciences, Kyoto University2021-06p.1-12
Available onlineOther Libraries in Japan

On the Semi-absoluteness of Isomorphisms between the Pro-$p$ Arithmetic Fundamental Groups of Smooth Varieties over $p$-adic Local Fields

On the Semi-absoluteness of Isomorphisms between the Pro-$p$ Arithmetic Fundamental Groups of Smooth Varieties over $p$-adic Local Fields
Digital文書・図像類
辻村, 昇太Research Institute for Mathematical Sciences, Kyoto University2020-10p.1-34
Available onlineOther Libraries in Japan

On the tempered fundamental groups of hyperbolic curves of genus $0$ over $overline{mathbb{Q}}_p$

On the tempered fundamental groups of hyperbolic curves of genus $0$ over $overline{mathbb{Q}}_p$
Digital文書・図像類
辻村, 昇太Research Institute for Mathematical Sciences, Kyoto University2021-02p.1-26
Available onlineOther Libraries in Japan

Construction of Abundant Explicit Nongeometric Pro-p Galois Sections of Punctured Projective Lines

Construction of Abundant Explicit Nongeometric Pro-p Galois Sections of Punctured Projective Lines
Digital文書・図像類
星, 裕一郎, 辻村, 昇太Research Institute for Mathematical Sciences, Kyoto University2021-06p.1-12
Available onlineOther Libraries in Japan

組み合わせ論的ベリー・カスプ化とグロタンディーク・タイヒミューラー群の数論的部分商

組み合わせ論的ベリー・カスプ化とグロタンディーク・タイヒミューラー群の数論的部分商
Digital博士論文
辻村, 昇太Kyoto University2020-03-23
Available onlineOther Libraries in Japan

Internal Indecomposability of Various Profinite Groups in Anabelian Geometry

Internal Indecomposability of Various Profinite Groups in Anabelian Geometry
Digital文書・図像類
南出, 新, 辻村, 昇太Research Institute for Mathematical Sciences, Kyoto University2020-09p.1-39
Available onlineOther Libraries in Japan

Combinatorial Construction of the Absolute Galois Group of the Field of Rational Numbers

Combinatorial Construction of the Absolute Galois Group of the Field of Rational Numbers
Digital文書・図像類
星, 裕一郎, 望月, 新一, 辻村, 昇太Research Institute for Mathematical Sciences, Kyoto University2020-12p.1-97
Available onlineOther Libraries in Japan

Combinatorial Belyi cuspidalization and arithmetic subquotients of the Grothendieck-Teichmüller group

Combinatorial Belyi cuspidalization and arithmetic subquotients of the Grothendieck-Teichmüller group
Digital博士論文障害者向け資料あり
辻村, 昇太辻村, 昇太2020
National Diet Library
  • Author AliasTsujimura, Shota

Cardiovascular intervention and therapeutics : CVIT

Cardiovascular intervention and therapeutics : CVIT
Paper雑誌雑誌タイトル
Springer Nature Singapore Pte Ltd<Z78-B60>
National Diet Library
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Cardiovascular intervention and therapeutics

Cardiovascular intervention and therapeutics
Paper雑誌雑誌タイトル
Japanese Association of Cardiovascular Intervention and Therapeutics [編]Springer Japan[2010]-<Z78-A724>
National Diet LibraryOther Libraries in Japan
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