We prove that the category of Laumon 1-motives up to isogenies over a field of characteristic zero is of cohomological dimension ≤1. As a consequence this implies the same result for the category of formal Hodge structures of level ≤1 (over Q)
ABSTRACT. We construct an iterative method for factorising small strict n-categories into a unique (...
This paper proposes a conceptual unification of Beilinson's conjecture about special L-values for mo...
For a compressed version of this text in French, see hal-00437323 . It is that version which was pub...
We prove that the category of Laumon 1-motives up isogenies over a field of characteristic zero is o...
We define and study the properties of the category ${\sf FHS}_n$ of formal Hodge structure of level ...
We establish an upper bound for the cochain type level of the total space of a pull-back fibration. ...
We define and study the properties of the category FHSn of formal Hodge structure of level ≤n follow...
Abstract. We prove that the embedding of the derived category of 1-motives up to isogeny into the tr...
International audienceWe determine the homological dimension of various isogenycategories of ...
Version 3.3 We reformulate a conjecture of Deligne on 1-motives by using the integral weight filtrat...
The goal of this Thesis is to develop the theory of Picard and Albanese 1-motives attached to a vari...
Let H be a homology theory for algebraic varieties over a field k. To a complete k-variety X, one na...
30 pages. The main result is now valid over any number fieldInternational audienceLet $k$ be a numbe...
We develop a general theory of mixed Hodge structures over local or global function fields which in...
AbstractWe prove that the category of modules cofinite with respect to an ideal of dimension one in ...
ABSTRACT. We construct an iterative method for factorising small strict n-categories into a unique (...
This paper proposes a conceptual unification of Beilinson's conjecture about special L-values for mo...
For a compressed version of this text in French, see hal-00437323 . It is that version which was pub...
We prove that the category of Laumon 1-motives up isogenies over a field of characteristic zero is o...
We define and study the properties of the category ${\sf FHS}_n$ of formal Hodge structure of level ...
We establish an upper bound for the cochain type level of the total space of a pull-back fibration. ...
We define and study the properties of the category FHSn of formal Hodge structure of level ≤n follow...
Abstract. We prove that the embedding of the derived category of 1-motives up to isogeny into the tr...
International audienceWe determine the homological dimension of various isogenycategories of ...
Version 3.3 We reformulate a conjecture of Deligne on 1-motives by using the integral weight filtrat...
The goal of this Thesis is to develop the theory of Picard and Albanese 1-motives attached to a vari...
Let H be a homology theory for algebraic varieties over a field k. To a complete k-variety X, one na...
30 pages. The main result is now valid over any number fieldInternational audienceLet $k$ be a numbe...
We develop a general theory of mixed Hodge structures over local or global function fields which in...
AbstractWe prove that the category of modules cofinite with respect to an ideal of dimension one in ...
ABSTRACT. We construct an iterative method for factorising small strict n-categories into a unique (...
This paper proposes a conceptual unification of Beilinson's conjecture about special L-values for mo...
For a compressed version of this text in French, see hal-00437323 . It is that version which was pub...
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