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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
  • Subject Heading11S20 11S31 anabelian geometry loca...

On the Outer Automorphism Groups of the Absolute Galois Groups of Mixed-characteristic Local Fields

On the Outer Automorphism Groups of the Absolute Galois Groups of Mixed-characteristic Local Fields
Digital文書・図像類
星, 裕一郎, 西尾, 優Research Institute for Mathematical Sciences, Kyoto University2020-11p.1-12
Available onlineOther Libraries in Japan
  • Subject Heading11S20 mixed-characteristic local fi...

On Intrinsic Hodge-Tate-ness of Galois Representations of Dimension Two

On Intrinsic Hodge-Tate-ness of Galois Representations of Dimension Two
Digital文書・図像類
HOSHI, YuichiroResearch Institute for Mathematical Sciences, Kyoto University2022-04p.1-12
Available onlineOther Libraries in Japan
  • Subject Heading11S20 p-adic local field p-adic Gal...

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 g...

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 geometr...

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