AbstractWe classify irreducible tensor products of modular representations of the alternating group over an algebraically closed field of characteristic p>5
We investigate the question when the tensor square, the alternating square, or the symmetric square ...
AbstractLet G = An+1, Ap+2,Sp, or Sp+1, where p ≥ 5 is a prime. It is shown that if M is an irreduci...
AbstractIsaacs conjectured that if G is solvable and α and β are faithful characters of G such that ...
In characteristic 0 irreducible tensor products of representations of symmetric and alternating grou...
AbstractThe usual way to get information on the irreducible modular, defining characteristic, repres...
We determine the dual modules of all irreducible modules of alternating groups over fields of chara...
AbstractBased on Kleshchev's branching theorems for thep-modular irreducible representations of the ...
We study the structure of the indecomposable direct summands of tensor products of two restricted ra...
Let $X$ be a simple, simply connected algebraic group over an algebraically closed field $k$ of char...
AbstractThe Steinberg tensor product theorem is a fundamental tool for studying irreducible represen...
First published in Proceedings of the American Mathematical Society 125 (1997), published by the Ame...
Let $G$ be a simply connected simple algebraic group over an algebraically closed field $k$ of chara...
In this paper we study the homogeneous tensor products of simple modules over symmetric and alternat...
AbstractLet G be a semisimple simply connected algebraic group over an algebraically closed field of...
In this work we classify the multiplicity-free Kronecker products of irreducible characters of the a...
We investigate the question when the tensor square, the alternating square, or the symmetric square ...
AbstractLet G = An+1, Ap+2,Sp, or Sp+1, where p ≥ 5 is a prime. It is shown that if M is an irreduci...
AbstractIsaacs conjectured that if G is solvable and α and β are faithful characters of G such that ...
In characteristic 0 irreducible tensor products of representations of symmetric and alternating grou...
AbstractThe usual way to get information on the irreducible modular, defining characteristic, repres...
We determine the dual modules of all irreducible modules of alternating groups over fields of chara...
AbstractBased on Kleshchev's branching theorems for thep-modular irreducible representations of the ...
We study the structure of the indecomposable direct summands of tensor products of two restricted ra...
Let $X$ be a simple, simply connected algebraic group over an algebraically closed field $k$ of char...
AbstractThe Steinberg tensor product theorem is a fundamental tool for studying irreducible represen...
First published in Proceedings of the American Mathematical Society 125 (1997), published by the Ame...
Let $G$ be a simply connected simple algebraic group over an algebraically closed field $k$ of chara...
In this paper we study the homogeneous tensor products of simple modules over symmetric and alternat...
AbstractLet G be a semisimple simply connected algebraic group over an algebraically closed field of...
In this work we classify the multiplicity-free Kronecker products of irreducible characters of the a...
We investigate the question when the tensor square, the alternating square, or the symmetric square ...
AbstractLet G = An+1, Ap+2,Sp, or Sp+1, where p ≥ 5 is a prime. It is shown that if M is an irreduci...
AbstractIsaacs conjectured that if G is solvable and α and β are faithful characters of G such that ...
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