The Chabauty-Kim method for relative completions

The Chabauty-Kim method for relative completions

<p>In this thesis we develop a Chabauty--Kim theory for the relative completion of motivic fundamental groups, including Selmer stacks and moduli spaces of admissible torsors for the relative completion of the de Rham fundamental group. On one hand, this work generalizes results of Kim (and th...

書誌詳細
第一著者:	Kantor, N
その他の著者:	Kim, M
フォーマット:	学位論文
言語:	English
出版事項:	2019
主題:	Mathematics Number theory Arithmetic geometry

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