Kyoto University · Research Institute for Mathematical Sciences · 准教授

Research keywordsanabelian geometry・hyperbolic curves・galois sections・arithmetic fundamental groups・configuration spaces・log schemes・positive characteristic curves・inter-universal teichmuller theory・p-adic galois groups

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• On monodromically full points of configuration spaces of hyperbolic curves2010 · The Arithmetic of Fundamental Groups: PIA 2010,
• Tame-blind Extension of Morphisms of Truncated Barsotti-Tate Group SchemesJOURNAL OF MATHEMATICAL SCIENCES-THE UNIVERSITY OF TOKYO,
• Topics in the anabelian geometry of mixed-characteristic local fieldsHiroshima Mathematical Journal,
• Homomorphisms of global solvably closed Galois groups compatible with cyclotomic charactersTohoku Mathematical Journal,

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• 双曲的代数曲線の剛性に関わる数論幾何学の研究
• 双曲的代数曲線の幾何学的性質とその数論的基本群の群論的性質の関連の研究
• ガロア・タイヒミュラー被覆塔をめぐるモジュライ空間と数論

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