Add to ORKG1.1. Galois modules in positive characteristic 1 1.2. The role of equivariant K-theory 2 1.3. Modular K-theory: main properties
We calculate the equivariant Euler characteristics of powers of the canonical sheaf on certain modul...
Let G be a nite group and k be a eld of characteristic p. The connection between the modular represe...
We define a generalization of the Euler characteristic of a perfect complex of modules for the group...
AbstractLet G be a finite group, and X a noetherian G-scheme defined on an algebraically closed fiel...
textThis thesis concerns the use of perverse sheaves with coefficients in commutative rings and in p...
Abstract: We determine the mod $p$ cohomological invariants for several affine grou...
Thesis (Ph.D.)--University of Washington, 2021This document consists of three mathematically indepen...
International audienceThis paper is an introduction to the use of perverse sheaves with positive cha...
International audienceThis paper is an introduction to the use of perverse sheaves with positive cha...
42 pagesInternational audienceThis paper is an introduction to the use of perverse sheaves with posi...
42 pagesInternational audienceThis paper is an introduction to the use of perverse sheaves with posi...
AbstractWe develop and study Tate and complete cohomology theory in the category of sheaves of OX-mo...
AbstractWe prove that in the case of a Galois extension of commutative rings R ⊂- S with Galois grou...
If a topological group T acts on a topological space X, we may define the equivariant cohomology ri...
Galois cohomology in its current form took shape during the 1950s as a way of formulating class fiel...
We calculate the equivariant Euler characteristics of powers of the canonical sheaf on certain modul...
Let G be a nite group and k be a eld of characteristic p. The connection between the modular represe...
We define a generalization of the Euler characteristic of a perfect complex of modules for the group...
AbstractLet G be a finite group, and X a noetherian G-scheme defined on an algebraically closed fiel...
textThis thesis concerns the use of perverse sheaves with coefficients in commutative rings and in p...
Abstract: We determine the mod $p$ cohomological invariants for several affine grou...
Thesis (Ph.D.)--University of Washington, 2021This document consists of three mathematically indepen...
International audienceThis paper is an introduction to the use of perverse sheaves with positive cha...
International audienceThis paper is an introduction to the use of perverse sheaves with positive cha...
42 pagesInternational audienceThis paper is an introduction to the use of perverse sheaves with posi...
42 pagesInternational audienceThis paper is an introduction to the use of perverse sheaves with posi...
AbstractWe develop and study Tate and complete cohomology theory in the category of sheaves of OX-mo...
AbstractWe prove that in the case of a Galois extension of commutative rings R ⊂- S with Galois grou...
If a topological group T acts on a topological space X, we may define the equivariant cohomology ri...
Galois cohomology in its current form took shape during the 1950s as a way of formulating class fiel...
We calculate the equivariant Euler characteristics of powers of the canonical sheaf on certain modul...
Let G be a nite group and k be a eld of characteristic p. The connection between the modular represe...
We define a generalization of the Euler characteristic of a perfect complex of modules for the group...