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- W1566647384 abstract "The aim of this article is to prove Zariski density of crystalline representations in the rigid analytic space associated to the universal deformation ring of a d-dimensional mod p representation of Gal(bar{K}/K) for any d and for any p-adic field K. This is a generalization of the results of Colmez, Kisin (d=2, K=Q_p), of the author (d=2, any K), of Chenevier (any d, K=Q_p). A key ingredient for the proof is to construct a p-adic family of trianguline representations. In this article, we construct (an approximation of) this family by generalizing Kisin's theory of finite slope subspace X_{fs} for any d and for any K." @default.
- W1566647384 created "2016-06-24" @default.
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- W1566647384 date "2011-04-10" @default.
- W1566647384 modified "2023-09-27" @default.
- W1566647384 title "Zariski density of crystalline representations for any p-adic field" @default.
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