Add to ORKGWe give a brief survey of the role of the height of an irreducible character in a block, and describe some recent joint work with Alexander Moreto concerning the minimal non-zero height of an irreducible character in a block. In particular we present a new consequence of Dade's conjecture
AbstractIn terms of Puig's theory on blocks, it is described how to compute the irreducible characte...
AbstractIt is shown that the height characteristic of a block triangular matrix A with square diagon...
It is shown that the height characteristic of a block triangular matrix A with square diagonal block...
Abstract. We give a brief survey of the role of the height of an irre-ducible character in a block, ...
An important result in ordinary character theory is the Ito-Michler theorem, which asserts that a pr...
AbstractWe show that if the Ordinary Weight Conjecture is correct, then large character heights for ...
AbstractWe prove that there exists a unique irreducible Brauer character of height zero in any 2-blo...
AbstractWe discuss the focal subgroup of the defect group D of a p-block B, which we refer to as the...
AbstractThe dimension of a poset (X, P) is the minimum number of linear extensions of P whose inters...
We show that Dade’s ordinary conjecture implies the Alperin–McKay conjecture. We remark that some of...
Abstract. This paper has two main results. Firstly, we complete the parametrisation of all p-blocks ...
In this article, we give some new results on the block with a minimal nonabelian matacyclic defect g...
AbstractWe observe that Navarro's definition of a vertex for an irreducible character of a p-solvabl...
This study is conducted & submitted in partial fulfillment of the requirements for the degree of Mas...
AbstractThis paper is part of a program to study the conjecture of E.C. Dade on counting characters ...
AbstractIn terms of Puig's theory on blocks, it is described how to compute the irreducible characte...
AbstractIt is shown that the height characteristic of a block triangular matrix A with square diagon...
It is shown that the height characteristic of a block triangular matrix A with square diagonal block...
Abstract. We give a brief survey of the role of the height of an irre-ducible character in a block, ...
An important result in ordinary character theory is the Ito-Michler theorem, which asserts that a pr...
AbstractWe show that if the Ordinary Weight Conjecture is correct, then large character heights for ...
AbstractWe prove that there exists a unique irreducible Brauer character of height zero in any 2-blo...
AbstractWe discuss the focal subgroup of the defect group D of a p-block B, which we refer to as the...
AbstractThe dimension of a poset (X, P) is the minimum number of linear extensions of P whose inters...
We show that Dade’s ordinary conjecture implies the Alperin–McKay conjecture. We remark that some of...
Abstract. This paper has two main results. Firstly, we complete the parametrisation of all p-blocks ...
In this article, we give some new results on the block with a minimal nonabelian matacyclic defect g...
AbstractWe observe that Navarro's definition of a vertex for an irreducible character of a p-solvabl...
This study is conducted & submitted in partial fulfillment of the requirements for the degree of Mas...
AbstractThis paper is part of a program to study the conjecture of E.C. Dade on counting characters ...
AbstractIn terms of Puig's theory on blocks, it is described how to compute the irreducible characte...
AbstractIt is shown that the height characteristic of a block triangular matrix A with square diagon...
It is shown that the height characteristic of a block triangular matrix A with square diagonal block...