We refine the geometric Satake equivalence due to Ginzburg, Beilinson–Drinfeld, and Mirković–Vilonen to an equivalence between mixed Tate motives on the double quotient L+G LG/ L+G and representations of Deligne’s modification of the Langlands dual group G^
With representation-theoretic applications in mind, we con-struct a formalism of reduced motives wit...
We prove that the category of mixed Tate motives over Z is spanned by the motivic fundamental group ...
36 pages, version 4: a new condition of tamely ramified Artin-Tate motive has been introduced which ...
We prove the geometric Satake equivalence for mixed Tate motives over the integral motivic cohomolog...
Abstract. The geometric Satake equivalence of Ginzburg and Mirković– Vilonen, for a complex reducti...
International audienceThis paper proves the Beilinson-Soulé vanishing conjecture for motives attache...
This thesis is concerned with the mixed Tate property of reductive algebraic groups G, which in part...
In characteristic 0 there are essentially two approaches to the conjectural theory of mixed motives,...
In characteristic 0 there are essentially two approaches to the conjectural theory of mixed motives,...
This paper proposes a conceptual unification of Beilinson's conjecture about special L-values for mo...
Mirkovic and Vilonen give a proof of the geometric Satake correspondence which provides a natural ba...
For a split reductive group $G$ over a finite field, we show that the intersection (cohomology) moti...
For a split reductive group $G$ over a finite field, we show that the intersection (cohomology) moti...
29 pages, to appear in Journal of the LMS, comments very welcomeInternational audienceWe consider th...
International audienceIn a previous work, the author have built two families of distinguished algebr...
With representation-theoretic applications in mind, we con-struct a formalism of reduced motives wit...
We prove that the category of mixed Tate motives over Z is spanned by the motivic fundamental group ...
36 pages, version 4: a new condition of tamely ramified Artin-Tate motive has been introduced which ...
We prove the geometric Satake equivalence for mixed Tate motives over the integral motivic cohomolog...
Abstract. The geometric Satake equivalence of Ginzburg and Mirković– Vilonen, for a complex reducti...
International audienceThis paper proves the Beilinson-Soulé vanishing conjecture for motives attache...
This thesis is concerned with the mixed Tate property of reductive algebraic groups G, which in part...
In characteristic 0 there are essentially two approaches to the conjectural theory of mixed motives,...
In characteristic 0 there are essentially two approaches to the conjectural theory of mixed motives,...
This paper proposes a conceptual unification of Beilinson's conjecture about special L-values for mo...
Mirkovic and Vilonen give a proof of the geometric Satake correspondence which provides a natural ba...
For a split reductive group $G$ over a finite field, we show that the intersection (cohomology) moti...
For a split reductive group $G$ over a finite field, we show that the intersection (cohomology) moti...
29 pages, to appear in Journal of the LMS, comments very welcomeInternational audienceWe consider th...
International audienceIn a previous work, the author have built two families of distinguished algebr...
With representation-theoretic applications in mind, we con-struct a formalism of reduced motives wit...
We prove that the category of mixed Tate motives over Z is spanned by the motivic fundamental group ...
36 pages, version 4: a new condition of tamely ramified Artin-Tate motive has been introduced which ...
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