Estimations of the dimensionality of first and second groups of cohomologies of the Shevalle's finite group with coefficients in the irreducible module have been obtained in the paper. 1-cohomologies of Shevalle's finite groups with coefficients in modules with one-dimensional weighting spaces and in some modules with the non-radical highest weights have been found. The analogous results about 2-cohomologies have been obtained.The paper results may find their field of application in representation theory, theory of finite groupsAvailable from VNTIC / VNTIC - Scientific & Technical Information Centre of RussiaSIGLERURussian Federatio
We describe the theory and implementation of computer algorithms designed to compute the dimensions ...
AbstractLet R be a left and right ℵ0-Noetherian ring. We show that if all projective left and all pr...
AbstractUsing Auslander’s G-dimension, we assign a numerical invariant to any group Γ. It provides a...
It is known that for finite simple groups it is possible for a faithful absolutely irreducible modul...
SIGLEAvailable from British Library Document Supply Centre- DSC:D183951 / BLDSC - British Library Do...
Let G be a finite group of Lie type, defined over a field k of characteristic p > 0 . We find explic...
Let G be a finite group and f: V -< W an equivariant morphism of finite dimensional G-modules, class...
Abstract. This paper extends the comparison results for cohomological support varieties for Chevalle...
We provide a formal framework for the theory of representations of finite groups, as modules over th...
We classify group rings of finite groups over a field F according to the model-theoretic complexity ...
We classify group rings of finite groups over a field F according to the model-theoretic complexity ...
We classify group rings of finite groups over a field F according to the model-theoretic complexity ...
We classify group rings of finite groups over a field F according to the model-theoretic complexity ...
In this thesis we study the essential dimension of the first Galois cohomology functors of finite gr...
AbstractThis paper gives some new examples in the 1-cohomology theory of finite groups of Lie type, ...
We describe the theory and implementation of computer algorithms designed to compute the dimensions ...
AbstractLet R be a left and right ℵ0-Noetherian ring. We show that if all projective left and all pr...
AbstractUsing Auslander’s G-dimension, we assign a numerical invariant to any group Γ. It provides a...
It is known that for finite simple groups it is possible for a faithful absolutely irreducible modul...
SIGLEAvailable from British Library Document Supply Centre- DSC:D183951 / BLDSC - British Library Do...
Let G be a finite group of Lie type, defined over a field k of characteristic p > 0 . We find explic...
Let G be a finite group and f: V -< W an equivariant morphism of finite dimensional G-modules, class...
Abstract. This paper extends the comparison results for cohomological support varieties for Chevalle...
We provide a formal framework for the theory of representations of finite groups, as modules over th...
We classify group rings of finite groups over a field F according to the model-theoretic complexity ...
We classify group rings of finite groups over a field F according to the model-theoretic complexity ...
We classify group rings of finite groups over a field F according to the model-theoretic complexity ...
We classify group rings of finite groups over a field F according to the model-theoretic complexity ...
In this thesis we study the essential dimension of the first Galois cohomology functors of finite gr...
AbstractThis paper gives some new examples in the 1-cohomology theory of finite groups of Lie type, ...
We describe the theory and implementation of computer algorithms designed to compute the dimensions ...
AbstractLet R be a left and right ℵ0-Noetherian ring. We show that if all projective left and all pr...
AbstractUsing Auslander’s G-dimension, we assign a numerical invariant to any group Γ. It provides a...