Add to ORKGInternational audienceThis paper is the augmented notes of a course I gave jointly with Laurent Berger in Rennes in 2014. Its aim was to introduce the periods rings B crys and B dR and state several comparison theorems betweenétale and crystalline or de Rham cohomologies for p-adic varieties
246 pagesThis is an introduction to $p$-adic geometry and $p$-adic analysis focusing on the theme of...
We develop and utilize p-adic Hodge theory in families in the context of local-global aspects of the...
We prove that all $p$-adic period domains (and their non-minuscule analogues) are geometrically conn...
Let $K$ be a finite extension of $\mathbf{Q}_p$. In this paper, we try to extend Berger's and Colmez...
In this article we give an interpretation, in terms of derived de Rham complexes, of Scholze's de Rh...
Motivated by the study of algebraic classes in mixed characteristic we define a countable subalgebra...
In this paper, we associate to every $p$-adic representation $V$ a $p$-adic differential equation $\...
The aim of this master's thesis was to understand the construction of Pierre Colmer of the period ...
International audienceThis document contains the notes of a lecture I gave at the "Journées National...
Cette thèse se compose de deux chapitres distincts. Les problématiques abordées y sont différentes, ...
Let $p$ be a prime number and $K$ a complete discrete valuation field of characteristic $0$ with pe...
Ce travail comprend deux parties. La première est une généralisation de la théorie de Sen au cas d'u...
Let $V$ be a complete discrete valuation ring of mixed characteristic. We express the crystalline co...
In this dissertation, we discuss mainly the corresponding geometric and representation theoretic asp...
In this paper, we give a new description for the structure of the p-adic period subring A (cris) usi...
246 pagesThis is an introduction to $p$-adic geometry and $p$-adic analysis focusing on the theme of...
We develop and utilize p-adic Hodge theory in families in the context of local-global aspects of the...
We prove that all $p$-adic period domains (and their non-minuscule analogues) are geometrically conn...
Let $K$ be a finite extension of $\mathbf{Q}_p$. In this paper, we try to extend Berger's and Colmez...
In this article we give an interpretation, in terms of derived de Rham complexes, of Scholze's de Rh...
Motivated by the study of algebraic classes in mixed characteristic we define a countable subalgebra...
In this paper, we associate to every $p$-adic representation $V$ a $p$-adic differential equation $\...
The aim of this master's thesis was to understand the construction of Pierre Colmer of the period ...
International audienceThis document contains the notes of a lecture I gave at the "Journées National...
Cette thèse se compose de deux chapitres distincts. Les problématiques abordées y sont différentes, ...
Let $p$ be a prime number and $K$ a complete discrete valuation field of characteristic $0$ with pe...
Ce travail comprend deux parties. La première est une généralisation de la théorie de Sen au cas d'u...
Let $V$ be a complete discrete valuation ring of mixed characteristic. We express the crystalline co...
In this dissertation, we discuss mainly the corresponding geometric and representation theoretic asp...
In this paper, we give a new description for the structure of the p-adic period subring A (cris) usi...
246 pagesThis is an introduction to $p$-adic geometry and $p$-adic analysis focusing on the theme of...
We develop and utilize p-adic Hodge theory in families in the context of local-global aspects of the...
We prove that all $p$-adic period domains (and their non-minuscule analogues) are geometrically conn...