Add to ORKGExotic sheaves are certain complexes of coherent sheaves on the cotangent bundle of the flag variety of a reductive group. They are closely related to perverse-coherent sheaves on the nilpotent cone. This expository article includes the definitions of these two categories, applications, and some structure theory, as well as detailed calculations for SL .
International audienceThis paper is an introduction to the use of perverse sheaves with positive cha...
v1 : 40 pages, avec un appendice avec Geordie Williamson ; v2 : version finale, à paraître aux Annal...
v1 : 40 pages, avec un appendice avec Geordie Williamson ; v2 : version finale, à paraître aux Annal...
Arinkin and Bezrukavnikov have given the construction of the category of equivariant perverse cohere...
AbstractWe study the action of the symplectic group on pairs of a vector and a flag. Considering the...
Let X be a scheme of finite type over a Noetherian base scheme S admitting a dualizing complex, and ...
We develop the theory of ind-coherent sheaves on schemes and stacks. The category of ind-coherent sh...
In this paper, we carry out several computations involving graded (or Gm-equivariant) perversecohere...
Version finale, à paraître dans JEMSInternational audienceLet G be a connected reductive group over ...
Version finale, à paraître dans JEMSInternational audienceLet G be a connected reductive group over ...
We further develop the general theory of the “mixed modular derived category” introduced by the auth...
In this paper we prove that the category of parity complexes on the flag variety of a complex connec...
Derived algebraic geometry is a far-reaching generalization of algebraic geometry. It has found nume...
International audienceThis paper is an introduction to the use of perverse sheaves with positive cha...
AbstractLet X be a scheme of finite type over a Noetherian base scheme S admitting a dualizing compl...
International audienceThis paper is an introduction to the use of perverse sheaves with positive cha...
v1 : 40 pages, avec un appendice avec Geordie Williamson ; v2 : version finale, à paraître aux Annal...
v1 : 40 pages, avec un appendice avec Geordie Williamson ; v2 : version finale, à paraître aux Annal...
Arinkin and Bezrukavnikov have given the construction of the category of equivariant perverse cohere...
AbstractWe study the action of the symplectic group on pairs of a vector and a flag. Considering the...
Let X be a scheme of finite type over a Noetherian base scheme S admitting a dualizing complex, and ...
We develop the theory of ind-coherent sheaves on schemes and stacks. The category of ind-coherent sh...
In this paper, we carry out several computations involving graded (or Gm-equivariant) perversecohere...
Version finale, à paraître dans JEMSInternational audienceLet G be a connected reductive group over ...
Version finale, à paraître dans JEMSInternational audienceLet G be a connected reductive group over ...
We further develop the general theory of the “mixed modular derived category” introduced by the auth...
In this paper we prove that the category of parity complexes on the flag variety of a complex connec...
Derived algebraic geometry is a far-reaching generalization of algebraic geometry. It has found nume...
International audienceThis paper is an introduction to the use of perverse sheaves with positive cha...
AbstractLet X be a scheme of finite type over a Noetherian base scheme S admitting a dualizing compl...
International audienceThis paper is an introduction to the use of perverse sheaves with positive cha...
v1 : 40 pages, avec un appendice avec Geordie Williamson ; v2 : version finale, à paraître aux Annal...
v1 : 40 pages, avec un appendice avec Geordie Williamson ; v2 : version finale, à paraître aux Annal...