Abstract. In the present article we investigate properties of the category of the integral Grothendieck-Chow motives over a field. We discuss the Krull-Schmidt principle for integral motives, provide a complete list of the generalized Severi-Brauer varieties with indecomposable integral motive, and exploit a relation between the category of motives of twisted flag varieties and integral p-adic representations of finite groups. 1
International audienceWe define a theory of étale motives over a noetherian scheme. This provides a ...
We construct triangulated categories of mixed motives over a noetherian scheme of finite dimension, ...
The primary aim of this monograph is to achieve part of Beilinson’s program on mixed motives using V...
International audienceThis book discusses the construction of triangulated categories of mixed motiv...
International audienceThis book discusses the construction of triangulated categories of mixed motiv...
International audienceThis book discusses the construction of triangulated categories of mixed motiv...
International audienceThis book discusses the construction of triangulated categories of mixed motiv...
International audienceThis book discusses the construction of triangulated categories of mixed motiv...
International audienceThis book discusses the construction of triangulated categories of mixed motiv...
In this thesis we study the Grothendieck Chow motives of projective homogeneous varieties, and their...
25pp; This is a substantially revised and reorganized version. Several proofs were revised and simpl...
The theory of motives was created by Grothendieck in the 1960s as he searched for a universal cohomo...
The goal of this series of papers is to give a new non-commutative approach to problems about the de...
International audienceWe define a theory of étale motives over a noetherian scheme. This provides a ...
International audienceWe define a theory of étale motives over a noetherian scheme. This provides a ...
International audienceWe define a theory of étale motives over a noetherian scheme. This provides a ...
We construct triangulated categories of mixed motives over a noetherian scheme of finite dimension, ...
The primary aim of this monograph is to achieve part of Beilinson’s program on mixed motives using V...
International audienceThis book discusses the construction of triangulated categories of mixed motiv...
International audienceThis book discusses the construction of triangulated categories of mixed motiv...
International audienceThis book discusses the construction of triangulated categories of mixed motiv...
International audienceThis book discusses the construction of triangulated categories of mixed motiv...
International audienceThis book discusses the construction of triangulated categories of mixed motiv...
International audienceThis book discusses the construction of triangulated categories of mixed motiv...
In this thesis we study the Grothendieck Chow motives of projective homogeneous varieties, and their...
25pp; This is a substantially revised and reorganized version. Several proofs were revised and simpl...
The theory of motives was created by Grothendieck in the 1960s as he searched for a universal cohomo...
The goal of this series of papers is to give a new non-commutative approach to problems about the de...
International audienceWe define a theory of étale motives over a noetherian scheme. This provides a ...
International audienceWe define a theory of étale motives over a noetherian scheme. This provides a ...
International audienceWe define a theory of étale motives over a noetherian scheme. This provides a ...
We construct triangulated categories of mixed motives over a noetherian scheme of finite dimension, ...
The primary aim of this monograph is to achieve part of Beilinson’s program on mixed motives using V...