Add to ORKGAbstract. We obtain new results on the geometry of Hilbert modular varieties in positive characteristic and morphisms between them. Using these results and methods of rigid geometry, we develop a theory of canonical subgroups for abelian varieties with real multiplication. 1
In this survey we explain a stratification of a Hilbert modular variety ME in characteristic p > 0 a...
In this survey we explain a stratification of a Hilbert modular variety ME in characteristic p > 0 a...
Fix integers $a\geq 1$, $b$ and $c$. We prove that for certain projective varieties $V\subset{\bold...
This article appeared in a journal published by Elsevier. The attached copy is furnished to the auth...
International audienceWe prove a boundedness-theorem for families of abelian varieties with real mul...
International audienceWe prove a boundedness-theorem for families of abelian varieties with real mul...
International audienceWe prove a boundedness-theorem for families of abelian varieties with real mul...
International audienceWe prove a boundedness-theorem for families of abelian varieties with real mul...
This book is devoted to certain aspects of the theory of p-adic Hilbert modular forms and moduli spa...
Given a totally real field L of degree g, we construct g Hasse invariants on Hilbert modular varieti...
AbstractFix integers a⩾1, b and c. We prove that for certain projective varieties V⊂Pr (e.g. certain...
We study in detail properties of Hilbert modular varieties of low dimension in positive characteris...
Many important moduli spaces can be constructed as quotients of the Hilbert scheme by a group action...
In this survey we explain a stratification of a Hilbert modular variety ME in characteristic p > 0 a...
In this survey we explain a stratification of a Hilbert modular variety ME in characteristic p > 0 a...
In this survey we explain a stratification of a Hilbert modular variety ME in characteristic p > 0 a...
In this survey we explain a stratification of a Hilbert modular variety ME in characteristic p > 0 a...
Fix integers $a\geq 1$, $b$ and $c$. We prove that for certain projective varieties $V\subset{\bold...
This article appeared in a journal published by Elsevier. The attached copy is furnished to the auth...
International audienceWe prove a boundedness-theorem for families of abelian varieties with real mul...
International audienceWe prove a boundedness-theorem for families of abelian varieties with real mul...
International audienceWe prove a boundedness-theorem for families of abelian varieties with real mul...
International audienceWe prove a boundedness-theorem for families of abelian varieties with real mul...
This book is devoted to certain aspects of the theory of p-adic Hilbert modular forms and moduli spa...
Given a totally real field L of degree g, we construct g Hasse invariants on Hilbert modular varieti...
AbstractFix integers a⩾1, b and c. We prove that for certain projective varieties V⊂Pr (e.g. certain...
We study in detail properties of Hilbert modular varieties of low dimension in positive characteris...
Many important moduli spaces can be constructed as quotients of the Hilbert scheme by a group action...
In this survey we explain a stratification of a Hilbert modular variety ME in characteristic p > 0 a...
In this survey we explain a stratification of a Hilbert modular variety ME in characteristic p > 0 a...
In this survey we explain a stratification of a Hilbert modular variety ME in characteristic p > 0 a...
In this survey we explain a stratification of a Hilbert modular variety ME in characteristic p > 0 a...
Fix integers $a\geq 1$, $b$ and $c$. We prove that for certain projective varieties $V\subset{\bold...