Add to ORKGGiven a closed oriented surface S we describe those cohomology classes which appear as the period characters of abelian differentials for some choice of complex structure on S consistent with the orientation. The proof is based upon Ratner's solution of Raghunathan's conjecture
Dans cette thèse, on étudie les holonomies des structures projectives complexes sur les surfaces. Da...
In this article, we review some aspects regarding Hodge-theoretic completion and boundarybehavior of...
The strata of the moduli space of abelian di_erentials are endowed with a naturalholomorphic foliati...
Given a closed oriented surface S of genus ≥ 3 we describe those cohomology classes χ ∈ H1(S,C) whic...
Given a closed oriented surface S of genus 2 we describe those cohomology classes 2 H 1 (S; C ) ...
Let $S$ be an oriented surface of genus $g$ and $n$ punctures. The periods of any meromorphic differ...
In this thesis we study the holonomies of complex projective structures on surfaces. In a first part...
Given an integrable connection on a smooth quasi-projective algebraic surface U over a subfield k of...
We describe singular homology of a manifold $X$ via simplices $\sigma:\Delta_d\to X$ that satisfy ...
For the irreducible holomorphic symplectic eightfold Z associated to a cubic fourfold Y not containi...
The prehistory of Algebraic Topology dates back to Euler, Riemann and Betti, who started the idea of...
In the first part, we prove the non-uniform hyperbolicity of the Kontsevich-Zorich cocycle for a mea...
We describe higher dimensional generalizations of Ramanujan's classical differential relations satis...
We formulate the geometric P=W conjecture for singular character varieties. We establish it for comp...
Publicació amb motiu de la International Conference on Difference Equations and Applications (July 2...
Dans cette thèse, on étudie les holonomies des structures projectives complexes sur les surfaces. Da...
In this article, we review some aspects regarding Hodge-theoretic completion and boundarybehavior of...
The strata of the moduli space of abelian di_erentials are endowed with a naturalholomorphic foliati...
Given a closed oriented surface S of genus ≥ 3 we describe those cohomology classes χ ∈ H1(S,C) whic...
Given a closed oriented surface S of genus 2 we describe those cohomology classes 2 H 1 (S; C ) ...
Let $S$ be an oriented surface of genus $g$ and $n$ punctures. The periods of any meromorphic differ...
In this thesis we study the holonomies of complex projective structures on surfaces. In a first part...
Given an integrable connection on a smooth quasi-projective algebraic surface U over a subfield k of...
We describe singular homology of a manifold $X$ via simplices $\sigma:\Delta_d\to X$ that satisfy ...
For the irreducible holomorphic symplectic eightfold Z associated to a cubic fourfold Y not containi...
The prehistory of Algebraic Topology dates back to Euler, Riemann and Betti, who started the idea of...
In the first part, we prove the non-uniform hyperbolicity of the Kontsevich-Zorich cocycle for a mea...
We describe higher dimensional generalizations of Ramanujan's classical differential relations satis...
We formulate the geometric P=W conjecture for singular character varieties. We establish it for comp...
Publicació amb motiu de la International Conference on Difference Equations and Applications (July 2...
Dans cette thèse, on étudie les holonomies des structures projectives complexes sur les surfaces. Da...
In this article, we review some aspects regarding Hodge-theoretic completion and boundarybehavior of...
The strata of the moduli space of abelian di_erentials are endowed with a naturalholomorphic foliati...