DOIAbstract
In this article we give an interpretation, in terms of derived de Rham complexes, of Scholze's de Rham period sheaf and Tan--Tong's crystalline period sheaf
In this article we give an interpretation, in terms of derived de Rham complexes, of Scholze's de Rham period sheaf and Tan--Tong's crystalline period sheaf
For the irreducible holomorphic symplectic eightfold Z associated to a cubic fourfold Y not containi...
We introduce the notion of an F-gauge and show, how these objects are connected to F-zips and displa...
In this thesis we focus our research on constructing two new types of Fontaine sheaves, [Special cha...
International audienceThis paper is the augmented notes of a course I gave jointly with Laurent Berg...
For any holomorphic function $f: X\to\mathbb{C}$ on a complex manifold $X$, we define and study mode...
The prehistory of Algebraic Topology dates back to Euler, Riemann and Betti, who started the idea of...
Given an integrable connection on a smooth quasi-projective algebraic surface U over a subfield k of...
In this dissertation, we discuss mainly the corresponding geometric and representation theoretic asp...
La cohomologie de de Rham dérivée a été introduite par Luc Illusie en 1972, suite à ses travaux sur ...
Let $K$ be a finite extension of $\mathbf{Q}_p$. In this paper, we try to extend Berger's and Colmez...
In this paper, we establish a $p$-adic Simpson correspondence on the arena of Liu-Zhu for rigid anal...
This thesis considers the cohomology theories of rigid analytic spaces, with a focus on spaces that ...
We calculate, in the framework of the geometric Langlands program, the periods of cuspidal automorph...
La cohomologie de de Rham dérivée a été introduite par Luc Illusie en 1972, suite à ses travaux sur ...
We introduce the definition of De Rham logarithmic classes. We show that the De Rham class of an alg...
For the irreducible holomorphic symplectic eightfold Z associated to a cubic fourfold Y not containi...
We introduce the notion of an F-gauge and show, how these objects are connected to F-zips and displa...
In this thesis we focus our research on constructing two new types of Fontaine sheaves, [Special cha...
International audienceThis paper is the augmented notes of a course I gave jointly with Laurent Berg...
For any holomorphic function $f: X\to\mathbb{C}$ on a complex manifold $X$, we define and study mode...
The prehistory of Algebraic Topology dates back to Euler, Riemann and Betti, who started the idea of...
Given an integrable connection on a smooth quasi-projective algebraic surface U over a subfield k of...
In this dissertation, we discuss mainly the corresponding geometric and representation theoretic asp...
La cohomologie de de Rham dérivée a été introduite par Luc Illusie en 1972, suite à ses travaux sur ...
Let $K$ be a finite extension of $\mathbf{Q}_p$. In this paper, we try to extend Berger's and Colmez...
In this paper, we establish a $p$-adic Simpson correspondence on the arena of Liu-Zhu for rigid anal...
This thesis considers the cohomology theories of rigid analytic spaces, with a focus on spaces that ...
We calculate, in the framework of the geometric Langlands program, the periods of cuspidal automorph...
La cohomologie de de Rham dérivée a été introduite par Luc Illusie en 1972, suite à ses travaux sur ...
We introduce the definition of De Rham logarithmic classes. We show that the De Rham class of an alg...
For the irreducible holomorphic symplectic eightfold Z associated to a cubic fourfold Y not containi...
We introduce the notion of an F-gauge and show, how these objects are connected to F-zips and displa...
In this thesis we focus our research on constructing two new types of Fontaine sheaves, [Special cha...
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