International audienceWe study the hyperbolicity of compactifications of quotients of bounded symmetric domains by arithmetic groups. We prove that, up to an étale cover, they are Kobayashi hyperbolic modulo the boundary. Applying our techniques to Siegel modular varieties, we improve some former results of Nadel on the non-existence of certain level structures on abelian varieties over complex function fields
Dans cette thèse, nous construisons des compactifications des variétés modulaires de Siegel en leurs...
This is a continuation of our previous paper [4]. In the class of hyperbolic manifolds in the sense ...
Inspired by the work of Cherry, we introduce and study a new notion of Brody hyperbolicity for rigid...
International audienceWe study the hyperbolicity of compactifications of quotients of bounded symmet...
It was conjectured by Lang that a complex projective man-ifold is Kobayashi hyperbolic if and only i...
We present a new criterion for the complex hyperbolicity of a non-compact quotient X of a bounded sy...
We present a new criterion for the complex hyperbolicity of a non-compact quotient X of a bounded sy...
Using the theta correspondence, we study a lift from (not necessarily rapidly decreasing) closed dif...
Main results extended to arbitrary quotient singularities and all bounded symmetric domains.Internat...
Main results extended to arbitrary quotient singularities and all bounded symmetric domains.Internat...
Let Ωbe a bounded symmetric domain and Γ⊂ Aut(Ω) be an irreducible nonuniform torsion-free discrete ...
In this thesis, we construct compactifications of Siegel modular varieties at bad reduction places o...
International audienceAbstract Inspired by the work of Cherry, we introduce and study a new notion o...
We give in the two first chapters some fundamental properties of the automorphism group of bounded d...
This note is an extended version of a thirty minutes talk given at the “XIX Congresso dell’Unione Ma...
Dans cette thèse, nous construisons des compactifications des variétés modulaires de Siegel en leurs...
This is a continuation of our previous paper [4]. In the class of hyperbolic manifolds in the sense ...
Inspired by the work of Cherry, we introduce and study a new notion of Brody hyperbolicity for rigid...
International audienceWe study the hyperbolicity of compactifications of quotients of bounded symmet...
It was conjectured by Lang that a complex projective man-ifold is Kobayashi hyperbolic if and only i...
We present a new criterion for the complex hyperbolicity of a non-compact quotient X of a bounded sy...
We present a new criterion for the complex hyperbolicity of a non-compact quotient X of a bounded sy...
Using the theta correspondence, we study a lift from (not necessarily rapidly decreasing) closed dif...
Main results extended to arbitrary quotient singularities and all bounded symmetric domains.Internat...
Main results extended to arbitrary quotient singularities and all bounded symmetric domains.Internat...
Let Ωbe a bounded symmetric domain and Γ⊂ Aut(Ω) be an irreducible nonuniform torsion-free discrete ...
In this thesis, we construct compactifications of Siegel modular varieties at bad reduction places o...
International audienceAbstract Inspired by the work of Cherry, we introduce and study a new notion o...
We give in the two first chapters some fundamental properties of the automorphism group of bounded d...
This note is an extended version of a thirty minutes talk given at the “XIX Congresso dell’Unione Ma...
Dans cette thèse, nous construisons des compactifications des variétés modulaires de Siegel en leurs...
This is a continuation of our previous paper [4]. In the class of hyperbolic manifolds in the sense ...
Inspired by the work of Cherry, we introduce and study a new notion of Brody hyperbolicity for rigid...
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