AbstractIn this survey we explain the main ingredients and results of the analogue of Fontaine-Theory in equal positive characteristic which was recently developed by Genestier–Lafforgue and the author
Euler systems are certain compatible families of cohomology classes, which play a key role in studyi...
Copyright © 2011 by Mathematical Sciences PublishersWe prove a Hom form of the birational Grothendie...
Let $k$ be a perfect field of characteristic $p>2$, $R := W(k)[\![t_1, \dots, t_d]\!]$ be the power ...
AbstractIn this survey we explain the main ingredients and results of the analogue of Fontaine-Theor...
In this thesis we focus our research on constructing two new types of Fontaine sheaves, [Special cha...
Ausgehend von der Analogie zwischen kristallinen p-adischen Galois-Darstellungen und lokalen Shtukas...
AbstractWe prove more special cases of the Fontaine–Mazur conjecture regardingp-adic Galois represen...
In this note, we study the relation between Fontaine-Laffaille modules and strongly divisible module...
Let $V$ be a complete discrete valuation ring of mixed characteristic. We express the crystalline co...
Cette thèse se compose de deux chapitres distincts. Les problématiques abordées y sont différentes, ...
The paper contains a construction of an analogue of the Fontaine-Wintenberger field-of-norms functor...
Jean-Marc Fontaine a montré que la catégorie tannakienne des représentations cristallines du groupe ...
In the case of local fields of positive characateristic we introduce an analogue of Fontaine's conce...
Jean-Marc Fontaine a montré que la catégorie tannakienne des représentations cristallines du groupe ...
Jean-Marc Fontaine a montré que la catégorie tannakienne des représentations cristallines du groupe ...
Euler systems are certain compatible families of cohomology classes, which play a key role in studyi...
Copyright © 2011 by Mathematical Sciences PublishersWe prove a Hom form of the birational Grothendie...
Let $k$ be a perfect field of characteristic $p>2$, $R := W(k)[\![t_1, \dots, t_d]\!]$ be the power ...
AbstractIn this survey we explain the main ingredients and results of the analogue of Fontaine-Theor...
In this thesis we focus our research on constructing two new types of Fontaine sheaves, [Special cha...
Ausgehend von der Analogie zwischen kristallinen p-adischen Galois-Darstellungen und lokalen Shtukas...
AbstractWe prove more special cases of the Fontaine–Mazur conjecture regardingp-adic Galois represen...
In this note, we study the relation between Fontaine-Laffaille modules and strongly divisible module...
Let $V$ be a complete discrete valuation ring of mixed characteristic. We express the crystalline co...
Cette thèse se compose de deux chapitres distincts. Les problématiques abordées y sont différentes, ...
The paper contains a construction of an analogue of the Fontaine-Wintenberger field-of-norms functor...
Jean-Marc Fontaine a montré que la catégorie tannakienne des représentations cristallines du groupe ...
In the case of local fields of positive characateristic we introduce an analogue of Fontaine's conce...
Jean-Marc Fontaine a montré que la catégorie tannakienne des représentations cristallines du groupe ...
Jean-Marc Fontaine a montré que la catégorie tannakienne des représentations cristallines du groupe ...
Euler systems are certain compatible families of cohomology classes, which play a key role in studyi...
Copyright © 2011 by Mathematical Sciences PublishersWe prove a Hom form of the birational Grothendie...
Let $k$ be a perfect field of characteristic $p>2$, $R := W(k)[\![t_1, \dots, t_d]\!]$ be the power ...
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