Add to ORKGWe generalize the results of [2], showing that vertices of simple modules of blocks of the type studied in [7] are radical. This means that in order to identify simple modules whose vertices are not radical we must consider blocks ’involving’ blocks of positive defect of non-abelian simple groups.
Let k be a field of characteristic p> 0. If G is a finite group, then the group algebra kG has a ...
AbstractWe observe that Navarro's definition of a vertex for an irreducible character of a p-solvabl...
We observe that Navarro's definition of a vertex for an irreducible character of a $p$-solvable grou...
We generalize the results of [Bessenrodt 1984], showing that vertices of simple modules of blocks of...
AbstractLet G be a finite group and let k be an algebraically closed field of characteristic p. If b...
AbstractWe present some algorithmic methods for the computation of vertices of indecomposable and si...
Abstract. In this paper we give a survey on some recent results and open questions concerning the ve...
AbstractWe investigate the simple modules for the sporadic simple Mathieu groups M22, M23 and M24 as...
summary:Let $G$ be a finite group and $k$ a field of characteristic $p > 0$. In this paper, we obtai...
We show that each block whose defect groups intersect pairwise trivially either has cyclic or genera...
vertices of a class of Specht modules and simple modules for symmetric groups in characteristic
AbstractWe prove that a block of a finite group such that the defect groups are abelian and all the ...
We extend a result due to Kawai on block varieties for blocks with abelian defect groups to blocks w...
We prove Erdmann's conjecture stating that every block with a Klein four defect group has a simple m...
In this thesis, we consider a problem from modular representation theory of finite groups. Lluís Pui...
Let k be a field of characteristic p> 0. If G is a finite group, then the group algebra kG has a ...
AbstractWe observe that Navarro's definition of a vertex for an irreducible character of a p-solvabl...
We observe that Navarro's definition of a vertex for an irreducible character of a $p$-solvable grou...
We generalize the results of [Bessenrodt 1984], showing that vertices of simple modules of blocks of...
AbstractLet G be a finite group and let k be an algebraically closed field of characteristic p. If b...
AbstractWe present some algorithmic methods for the computation of vertices of indecomposable and si...
Abstract. In this paper we give a survey on some recent results and open questions concerning the ve...
AbstractWe investigate the simple modules for the sporadic simple Mathieu groups M22, M23 and M24 as...
summary:Let $G$ be a finite group and $k$ a field of characteristic $p > 0$. In this paper, we obtai...
We show that each block whose defect groups intersect pairwise trivially either has cyclic or genera...
vertices of a class of Specht modules and simple modules for symmetric groups in characteristic
AbstractWe prove that a block of a finite group such that the defect groups are abelian and all the ...
We extend a result due to Kawai on block varieties for blocks with abelian defect groups to blocks w...
We prove Erdmann's conjecture stating that every block with a Klein four defect group has a simple m...
In this thesis, we consider a problem from modular representation theory of finite groups. Lluís Pui...
Let k be a field of characteristic p> 0. If G is a finite group, then the group algebra kG has a ...
AbstractWe observe that Navarro's definition of a vertex for an irreducible character of a p-solvabl...
We observe that Navarro's definition of a vertex for an irreducible character of a $p$-solvable grou...