Using the classification of finite simple groups we prove Alperin's weight conjecture and the character theoretic version of Broue's abelian defect group conjecture for 2-blocks of finite groups with an elementary abelian defect group of order 8
AbstractIn representation theory of finite groups, there is a well-known and important conjecture du...
This research project consists of using the theory of perverse equivalences to study Broue's abelian...
AbstractM. Broué gives an important conjecture which is called Broué's abelian defect group conjectu...
AbstractIn the representation theory of finite groups, there is a well-known and important conjectur...
AbstractLetbbe the principalp-block of a finite groupGwith an abelian defect groupPandea root ofbinC...
In this paper we prove the blockwise Alperin weight conjecture for finite special linear and unitary...
AbstractIt is well known that the perfect isometries predicted in Broué's conjecture do not always e...
We show that each $p$-block of ${\rm SL}(2,p^n)$ and ${\rm GL}(2,p^n)$ over an arbitrary complete di...
First of all, the result which will be presented here right now is actually a joint work with Naoko ...
AbstractIt is well known that the perfect isometries predicted in Broué's conjecture do not always e...
The central topic of this thesis is Alperin's weight conjecture, a problem concerning the representa...
The blockwise Alperin weight conjecture assets that for any finite group G and any prime l, the numb...
As a step to establish the blockwise Alperin weight conjecture for all finite groups, we verify the ...
We give a classification, up to Morita equivalence, of 2-blocks of quasi-simple groups with abelian ...
Let $G $ be a finite group, $p $ a prime, and $O_{p}(G) $ the largest normal p–subgroup of $G $. In ...
AbstractIn representation theory of finite groups, there is a well-known and important conjecture du...
This research project consists of using the theory of perverse equivalences to study Broue's abelian...
AbstractM. Broué gives an important conjecture which is called Broué's abelian defect group conjectu...
AbstractIn the representation theory of finite groups, there is a well-known and important conjectur...
AbstractLetbbe the principalp-block of a finite groupGwith an abelian defect groupPandea root ofbinC...
In this paper we prove the blockwise Alperin weight conjecture for finite special linear and unitary...
AbstractIt is well known that the perfect isometries predicted in Broué's conjecture do not always e...
We show that each $p$-block of ${\rm SL}(2,p^n)$ and ${\rm GL}(2,p^n)$ over an arbitrary complete di...
First of all, the result which will be presented here right now is actually a joint work with Naoko ...
AbstractIt is well known that the perfect isometries predicted in Broué's conjecture do not always e...
The central topic of this thesis is Alperin's weight conjecture, a problem concerning the representa...
The blockwise Alperin weight conjecture assets that for any finite group G and any prime l, the numb...
As a step to establish the blockwise Alperin weight conjecture for all finite groups, we verify the ...
We give a classification, up to Morita equivalence, of 2-blocks of quasi-simple groups with abelian ...
Let $G $ be a finite group, $p $ a prime, and $O_{p}(G) $ the largest normal p–subgroup of $G $. In ...
AbstractIn representation theory of finite groups, there is a well-known and important conjecture du...
This research project consists of using the theory of perverse equivalences to study Broue's abelian...
AbstractM. Broué gives an important conjecture which is called Broué's abelian defect group conjectu...
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