We show that Brauer's height zero conjecture holds for blocks of finite quasi-simple groups. This result is used in Navarro-Sp\"ath's reduction of this conjecture for general groups to the inductive Alperin-McKay condition for simple groups
As a step to establish the blockwise Alperin weight conjecture for all finite groups, we verify the ...
AbstractWe show that the refinement of Alperin's Conjecture proposed in L. Puig (2009) [10, Chap. 16...
It is well known that the perfect isometries predicted in Broue's conjecture do not always exist whe...
This paper has two main results. Firstly, we complete the parametrisation of all p-blocks of finite ...
Abstract. This paper has two main results. Firstly, we complete the parametrisation of all p-blocks ...
We prove a strengthening of Brauer's height zero conjecture for principal 2-blocks with Galois autom...
We show that Dade’s ordinary conjecture implies the Alperin–McKay conjecture. We remark that some of...
AbstractIt is well known that the perfect isometries predicted in Broué's conjecture do not always e...
We prove new results in generalized Harish-Chandra theory providing a description of the so-called B...
Die Arbeit beschäftigt sich mit den Charakteren des Normalisators und des Zentralisators eines Sylow...
AbstractThis paper is a contribution to the general program introduced by Isaacs, Malle and Navarro ...
AbstractIt was established by Reinhard Knörr that the half of Brauer's height zero conjecture which ...
AbstractVirtually irreducible lattices which satisfy a simple rationality condition and have positiv...
An important result in ordinary character theory is the Ito-Michler theorem, which asserts that a pr...
The central topic of this thesis is Alperin's weight conjecture, a problem concerning the representa...
As a step to establish the blockwise Alperin weight conjecture for all finite groups, we verify the ...
AbstractWe show that the refinement of Alperin's Conjecture proposed in L. Puig (2009) [10, Chap. 16...
It is well known that the perfect isometries predicted in Broue's conjecture do not always exist whe...
This paper has two main results. Firstly, we complete the parametrisation of all p-blocks of finite ...
Abstract. This paper has two main results. Firstly, we complete the parametrisation of all p-blocks ...
We prove a strengthening of Brauer's height zero conjecture for principal 2-blocks with Galois autom...
We show that Dade’s ordinary conjecture implies the Alperin–McKay conjecture. We remark that some of...
AbstractIt is well known that the perfect isometries predicted in Broué's conjecture do not always e...
We prove new results in generalized Harish-Chandra theory providing a description of the so-called B...
Die Arbeit beschäftigt sich mit den Charakteren des Normalisators und des Zentralisators eines Sylow...
AbstractThis paper is a contribution to the general program introduced by Isaacs, Malle and Navarro ...
AbstractIt was established by Reinhard Knörr that the half of Brauer's height zero conjecture which ...
AbstractVirtually irreducible lattices which satisfy a simple rationality condition and have positiv...
An important result in ordinary character theory is the Ito-Michler theorem, which asserts that a pr...
The central topic of this thesis is Alperin's weight conjecture, a problem concerning the representa...
As a step to establish the blockwise Alperin weight conjecture for all finite groups, we verify the ...
AbstractWe show that the refinement of Alperin's Conjecture proposed in L. Puig (2009) [10, Chap. 16...
It is well known that the perfect isometries predicted in Broue's conjecture do not always exist whe...
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