Add to ORKGInternational audienceWe prove an isomorphism for simple perverse sheaves on the affine Grassmannian of a connected reductive algebraic group that is a geometric counterpart (in light of the Finkelberg-Mirković conjecture) of the Steinberg tensor product formula for simple representations of reductive groups over fields of positive characteristic
AbstractThe Steinberg tensor product theorem is a fundamental tool for studying irreducible represen...
International audienceLet $G$ be the $F$-points of a connected reductive group over a non-archimedea...
In this paper we establish a Steinberg-Lusztig tensor product theorem for abstract Fock space. This ...
International audienceWe prove an isomorphism for simple perverse sheaves on the affine Grassmannian...
88 pagesBuilding on a geometric counterpart of Steinberg's tensor product formula for simple represe...
In this paper we outline a proof of a geometric version of the Satake isomorphism. Namely, given a c...
AbstractThe Steinberg tensor product theorem is a fundamental tool for studying irreducible represen...
The Steinberg tensor product theorem is a fundamental tool for study-ing irreducible representations...
Abstract. The geometric Satake equivalence of Ginzburg and Mirković– Vilonen, for a complex reducti...
13 pagesBy the geometric Satake isomorphism of Mirkovic and Vilonen, decomposition numbers for reduc...
13 pagesBy the geometric Satake isomorphism of Mirkovic and Vilonen, decomposition numbers for reduc...
For a reductive, algebraic group, G, the Steinberg variety of G is the set of all triples consisting...
v3 : 112 pages, corrections mineuresInternational audienceIn this paper we prove equivalences of cat...
v3 : 112 pages, corrections mineuresInternational audienceIn this paper we prove equivalences of cat...
In geometric representation theory, one often wishes to describe representations realized on spaces ...
AbstractThe Steinberg tensor product theorem is a fundamental tool for studying irreducible represen...
International audienceLet $G$ be the $F$-points of a connected reductive group over a non-archimedea...
In this paper we establish a Steinberg-Lusztig tensor product theorem for abstract Fock space. This ...
International audienceWe prove an isomorphism for simple perverse sheaves on the affine Grassmannian...
88 pagesBuilding on a geometric counterpart of Steinberg's tensor product formula for simple represe...
In this paper we outline a proof of a geometric version of the Satake isomorphism. Namely, given a c...
AbstractThe Steinberg tensor product theorem is a fundamental tool for studying irreducible represen...
The Steinberg tensor product theorem is a fundamental tool for study-ing irreducible representations...
Abstract. The geometric Satake equivalence of Ginzburg and Mirković– Vilonen, for a complex reducti...
13 pagesBy the geometric Satake isomorphism of Mirkovic and Vilonen, decomposition numbers for reduc...
13 pagesBy the geometric Satake isomorphism of Mirkovic and Vilonen, decomposition numbers for reduc...
For a reductive, algebraic group, G, the Steinberg variety of G is the set of all triples consisting...
v3 : 112 pages, corrections mineuresInternational audienceIn this paper we prove equivalences of cat...
v3 : 112 pages, corrections mineuresInternational audienceIn this paper we prove equivalences of cat...
In geometric representation theory, one often wishes to describe representations realized on spaces ...
AbstractThe Steinberg tensor product theorem is a fundamental tool for studying irreducible represen...
International audienceLet $G$ be the $F$-points of a connected reductive group over a non-archimedea...
In this paper we establish a Steinberg-Lusztig tensor product theorem for abstract Fock space. This ...