Brinon math
WebIn this paper we generalize Sen’s theory to the case h ≥ 0 by using Brinon’s theory (Brinon Math Ann 327:793–813, 2003). We also give another formulation of Brinon’s theorem (à la Colmez). Let K be a complete discrete valuation field of mixed characteristic and k be its residue field of prime characteristic p > 0. WebMar 23, 2024 · Olivier Brinon; Mathematics. 2008; Crystalline and de Rham p-adic representations in the relative case) We define and study the notions of de Rham and crystalline smooth p-adic sheaves over "suitable" p-adic bases. To do this, ...
Brinon math
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WebIn this paper we generalize Sen’s theory to the case h ≥ 0 by using Brinon’s theory (Brinon Math Ann 327:793–813, 2003). We also give another formulation of Brinon’s theorem (à … WebAccording to our current on-line database, Olivier Brinon has 2 students and 2 descendants. We welcome any additional information. If you have additional information …
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WebJun 24, 2010 · Read "A generalization of Sen–Brinon’s theory, Manuscripta Mathematica" on DeepDyve, the largest online rental service for scholarly research with thousands of academic publications available at your fingertips. ... ^\ast)}$$ and Sen’s operator associated to each class (Sen Ann Math 127:647–661, 1988). In this paper we … Web2 OLIVIER BRINON [18, §4.1]). When X has good reduction, i.e. admits a proper and smooth model Xover OK, it is refined by an isomorphism Bcris ⊗Z p H•(X K,Zp) →∼ B cris ⊗KH cris(Xk/W) where Xk denotes the special fiber of X, compatible with the Frobenius operators on the crystalline cohomology and Bcris, and with the Hodge filtrations after …
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