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Explicit Estimates in Inter-universal Teichmüller Theory

Explicit Estimates in Inter-universal Teichmüller Theory
Digital文書・図像類
望月, 新一, FESENKO, Ivan, 星, 裕一郎, 南出, 新, POROWSKI, WojciechResearch Institute for Mathematical Sciences, Kyoto University2020-11p.1-55
Available onlineOther Libraries in Japan
  • Subject Heading14H25 14H30

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
  • Subject Heading14H30 pro-p Galois section Massey p...

The Geometry of Hyperbolic Curvoids

The Geometry of Hyperbolic Curvoids
Digital文書・図像類
星, 裕一郎Research Institute for Mathematical Sciences, Kyoto University2020-09p.1-46
Available onlineOther Libraries in Japan
  • Subject Heading14H30 hyperbolic curvoid hyperbolic...

Tripod-degrees

Tripod-degrees
Digital文書・図像類
HOSHI, YuichiroResearch Institute for Mathematical Sciences, Kyoto University2023-05p.1-19
Available onlineOther Libraries in Japan
  • Subject Heading14H30 anabelian geometry hyperbolic...

Galois-theoretic Characterization of Geometric Isomorphism Classes of Quasi-monodromically Full Hyperbolic Curves with Small Numerical Invariants

Galois-theoretic Characterization of Geometric Isomorphism Classes of Quasi-monodromically Full Hyperbolic Curves with Small Numerical Invariants
Digital文書・図像類
HOSHI, Yuichiro, IIJIMA, YuResearch Institute for Mathematical Sciences, Kyoto University2021-12p.1-30
Available onlineOther Libraries in Japan
  • Subject Heading14H30 hyperbolic curve outer Galois...

Mono-anabelian reconstruction of generalized fiber subgroups from a configuration space group equipped with its collection of log-full subgroups

Mono-anabelian reconstruction of generalized fiber subgroups from a configuration space group equipped with its collection of log-full subgroups
Digital文書・図像類
東山, 和巳Research Institute for Mathematical Sciences, Kyoto University2021-03p.1-29
Available onlineOther Libraries in Japan
  • Subject Heading14H30 14H10 anabelian geometry con ...

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
  • Subject Heading14H30 14G17 anabelian geometry Grot...

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
  • Subject Heading14H30 anabelian geometry hyperbolic...

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
  • Subject Heading14H05 14H30 anabelian geometry birational...

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
  • Subject Heading14H30 12E30 20E15 subnormal subgrou...

On Oda's problem and special loci

On Oda's problem and special loci
Digital文書・図像類
COLLAS, Benjamin, PHILIP, SéverinResearch Institute for Mathematical Sciences, Kyoto University2023-11p.1-36
Available onlineOther Libraries in Japan
  • Subject Heading14H30 11G30 14H10 14H25 14G32 Oda's...

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
  • Subject Heading14H30 14H25 anabelian geometry étal...

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
  • Subject Heading14H30 14H25 anabelian geometry reso...

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
  • Subject Heading14H30 12E30 profinite group interna...

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
  • Subject Heading14H30 14H25 anabelian geometry étal...

Anabelian geometry of complete discrete valuation fields and ramification filtrations

Anabelian geometry of complete discrete valuation fields and ramification filtrations
Digital文書・図像類
室谷, 岳寛Research Institute for Mathematical Sciences, Kyoto University2021-03p.1-33
Available onlineOther Libraries in Japan
  • Subject Heading11S20 11S15 14G20 14H30 anabelian geometry complete d...

A study on anabelian geometry of higher local fields

A study on anabelian geometry of higher local fields
Digital文書・図像類
室谷, 岳寛Research Institute for Mathematical Sciences, Kyoto University2021-03p.1-20
Available onlineOther Libraries in Japan
  • Subject Heading11S20 14G20 14h30 anabelian geometry complete d...

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