DOIAbstract
We refine the reduction theorem for the McKay Conjecture proved by Isaacs, Malle and Navarro. Assuming the inductive McKay condition, we obtain a strong version of the McKay Conjecture that gives central isomorphic character triples
We refine the reduction theorem for the McKay Conjecture proved by Isaacs, Malle and Navarro. Assuming the inductive McKay condition, we obtain a strong version of the McKay Conjecture that gives central isomorphic character triples
Ordinary representation theory has been widely researched to the extent that there is a well-underst...
AbstractWe prove for finite reductive groups G of classical type, that every character χ∈Irr(L) exte...
AbstractA recent refinement of the McKay conjecture is verified for the case of the alternating grou...
ABSTRACT: The McKay conjecture asserts that for every finite group G and every prime p, the number o...
For a prime $\ell$, the McKay conjecture suggests a bijection between the set of irreducible charact...
Let G be an arbitrary finite group. The McKay conjecture asserts that G and the normaliser NG(P) of ...
Die Arbeit beschäftigt sich mit den Charakteren des Normalisators und des Zentralisators eines Sylow...
In this paper, we prove that the McKay conjecture holds for finite groups with abelian Sylow 3-subgr...
The Galois--McKay conjecture is a refinement of the McKay conjecture that additionally takes some Ga...
AbstractThis paper is a contribution to the general program introduced by Isaacs, Malle and Navarro ...
AbstractThe McKay conjecture states that the number of irreducible complex characters of a groupGtha...
AbstractA central problem in the representation theory of finite groups is, given a prime p, the stu...
The main problem of representation theory of finite groups is to find proofs of several conjectures ...
The McKay Conjecture (MC) asserts the existence of a bijection between the (inequivalent) complex ir...
A classical conjecture in the representation theory of finite groups, the McKay conjecture, states t...
Ordinary representation theory has been widely researched to the extent that there is a well-underst...
AbstractWe prove for finite reductive groups G of classical type, that every character χ∈Irr(L) exte...
AbstractA recent refinement of the McKay conjecture is verified for the case of the alternating grou...
ABSTRACT: The McKay conjecture asserts that for every finite group G and every prime p, the number o...
For a prime $\ell$, the McKay conjecture suggests a bijection between the set of irreducible charact...
Let G be an arbitrary finite group. The McKay conjecture asserts that G and the normaliser NG(P) of ...
Die Arbeit beschäftigt sich mit den Charakteren des Normalisators und des Zentralisators eines Sylow...
In this paper, we prove that the McKay conjecture holds for finite groups with abelian Sylow 3-subgr...
The Galois--McKay conjecture is a refinement of the McKay conjecture that additionally takes some Ga...
AbstractThis paper is a contribution to the general program introduced by Isaacs, Malle and Navarro ...
AbstractThe McKay conjecture states that the number of irreducible complex characters of a groupGtha...
AbstractA central problem in the representation theory of finite groups is, given a prime p, the stu...
The main problem of representation theory of finite groups is to find proofs of several conjectures ...
The McKay Conjecture (MC) asserts the existence of a bijection between the (inequivalent) complex ir...
A classical conjecture in the representation theory of finite groups, the McKay conjecture, states t...
Ordinary representation theory has been widely researched to the extent that there is a well-underst...
AbstractWe prove for finite reductive groups G of classical type, that every character χ∈Irr(L) exte...
AbstractA recent refinement of the McKay conjecture is verified for the case of the alternating grou...
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