Let G be a finite group and k a field of characteristic p> 0. P. Symonds [4] determined the comoposition factors of the cohomology as a cohomological Mackey functor for G. We consider more deteiled structure of H∗(−, k). First, we recall the definition of the Mackey functor for G. Definition A cohomological Mackey functor M for G is the following specification. • k-vector space M(H) for H ≤ G. • k-linear ma
We consider the cohomology of Mackey functors for infinite groups and define the Mackey-cohomologica...
AbstractLet M be a Mackey functor for a finite group G. In this paper, generalizing the Dold–Thom co...
Let M be a Mackey functor for a finite group G. In this paper, generalizing the Dold–Thom constructi...
Let $G $ be a finite group and $k $ a field of characteristic $p>0 $. P. Symonds [4] determined t...
AbstractWe describe a method of computing the group cohomology (with trivial coefficients) of finite...
AbstractLet k be a field of characteristic p>0. Call a finite group G a poco group over k if any fin...
Abstract: Let k be a field of characteristic p> 0. Call a finite group G a poco group over k if a...
International audienceWe examine the projective dimensions of Mackey functors and cohomological Mack...
AbstractWe consider certain problems in the algebra of Mackey functors for a finite group raised by ...
AbstractWe show that for each finite cohomological Mackey functor on a finite groupGthere exist expl...
AbstractWe study the socle and the radical of a Mackey functor M for a finite group G over a field K...
AbstractWe prove relations between the evaluations of cohomological Mackey functors over complete di...
Let M be a Mackey functor for a finite group G. By the kernel of M we mean the largest normal subgro...
AbstractLet M be a Mackey functor for a finite group G. By the kernel of M we mean the largest norma...
Motivated by the work of Jürgen Neukirch and Ivan Fesenko we propose a general definition of an abel...
We consider the cohomology of Mackey functors for infinite groups and define the Mackey-cohomologica...
AbstractLet M be a Mackey functor for a finite group G. In this paper, generalizing the Dold–Thom co...
Let M be a Mackey functor for a finite group G. In this paper, generalizing the Dold–Thom constructi...
Let $G $ be a finite group and $k $ a field of characteristic $p>0 $. P. Symonds [4] determined t...
AbstractWe describe a method of computing the group cohomology (with trivial coefficients) of finite...
AbstractLet k be a field of characteristic p>0. Call a finite group G a poco group over k if any fin...
Abstract: Let k be a field of characteristic p> 0. Call a finite group G a poco group over k if a...
International audienceWe examine the projective dimensions of Mackey functors and cohomological Mack...
AbstractWe consider certain problems in the algebra of Mackey functors for a finite group raised by ...
AbstractWe show that for each finite cohomological Mackey functor on a finite groupGthere exist expl...
AbstractWe study the socle and the radical of a Mackey functor M for a finite group G over a field K...
AbstractWe prove relations between the evaluations of cohomological Mackey functors over complete di...
Let M be a Mackey functor for a finite group G. By the kernel of M we mean the largest normal subgro...
AbstractLet M be a Mackey functor for a finite group G. By the kernel of M we mean the largest norma...
Motivated by the work of Jürgen Neukirch and Ivan Fesenko we propose a general definition of an abel...
We consider the cohomology of Mackey functors for infinite groups and define the Mackey-cohomologica...
AbstractLet M be a Mackey functor for a finite group G. In this paper, generalizing the Dold–Thom co...
Let M be a Mackey functor for a finite group G. In this paper, generalizing the Dold–Thom constructi...