AbstractLet k be a field of characteristic p, and let Sn be the symmetric group of degree n. Assume that n<3p. Let A be the centralizer in kSn of kSn−1. We find all simple A-modules, and relate the number of non-projective simple A-modules to p-local information
This paper focuses on the rank varieties for modules over a group algebra FE where E is an elementar...
I have studied representation theory of finite groups, in particular of the symmetric group over fie...
The decomposition matrix of a finite group in prime characteristic p records the multiplicities of i...
AbstractLet k be a field of characteristic p, and let Sn be the symmetric group of degree n. Assume ...
In this thesis, we focus on the representation theory of symmetric groups. Especially, we are very ...
AbstractBy Alperin's weight conjecture (J. L. Alperin and P. Fong, 1990, J. Algebra131, 2–22) the nu...
This paper is one in a series [8–11] exploring the algebra kGH , the centralizer in the group algeb...
We study Specht modules S (n-2,2) and simple modules D ...
In this article, we study weight 2 blocks of symmetric groups for a fixed odd prime p, and the relat...
vertices of a class of Specht modules and simple modules for symmetric groups in characteristic
In the lecture, we investigated the cohomological properties of the spin module of the symmetric gro...
AbstractWe present some algorithmic methods for the computation of vertices of indecomposable and si...
Includes bibliographical references (pages 97-99)The subject of this doctoral thesis is representati...
We give a criterion to determine when the cycle class of a locally symmetric subvariety S<SUB>H</SUB...
AbstractIn our recent papers the centralizer construction was applied to the series of classical Lie...
This paper focuses on the rank varieties for modules over a group algebra FE where E is an elementar...
I have studied representation theory of finite groups, in particular of the symmetric group over fie...
The decomposition matrix of a finite group in prime characteristic p records the multiplicities of i...
AbstractLet k be a field of characteristic p, and let Sn be the symmetric group of degree n. Assume ...
In this thesis, we focus on the representation theory of symmetric groups. Especially, we are very ...
AbstractBy Alperin's weight conjecture (J. L. Alperin and P. Fong, 1990, J. Algebra131, 2–22) the nu...
This paper is one in a series [8–11] exploring the algebra kGH , the centralizer in the group algeb...
We study Specht modules S (n-2,2) and simple modules D ...
In this article, we study weight 2 blocks of symmetric groups for a fixed odd prime p, and the relat...
vertices of a class of Specht modules and simple modules for symmetric groups in characteristic
In the lecture, we investigated the cohomological properties of the spin module of the symmetric gro...
AbstractWe present some algorithmic methods for the computation of vertices of indecomposable and si...
Includes bibliographical references (pages 97-99)The subject of this doctoral thesis is representati...
We give a criterion to determine when the cycle class of a locally symmetric subvariety S<SUB>H</SUB...
AbstractIn our recent papers the centralizer construction was applied to the series of classical Lie...
This paper focuses on the rank varieties for modules over a group algebra FE where E is an elementar...
I have studied representation theory of finite groups, in particular of the symmetric group over fie...
The decomposition matrix of a finite group in prime characteristic p records the multiplicities of i...
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