AbstractA classical theorem of John Thompson on character degrees states that if the degree of any complex irreducible character of a finite group G is 1 or divisible by a prime p, then G has a normal p-complement. In this paper, we consider fields of values of characters and prove some improvements of this result
We present some variations on some of the main open problems on character degrees. We collect some o...
Given a finite group G, let cd (G) denote the set of degrees of the irreducible complex characters o...
AbstractLet N be a normal subgroup of a finite group G. We consider the graph Γ(G|N) whose vertices ...
AbstractA classical theorem of John Thompson on character degrees states that if the degree of any c...
Throughout this note G will be a finite group and cd(G) will be the set of degrees of irreducible ch...
This paper concerns the arithmetical structure of the character degrees of a finite group. A useful ...
AbstractLet cd(G) be the set of all irreducible complex characters of a finite group G. In [4], Lewi...
This book discusses character theory and its applications to finite groups. The work places the subj...
AbstractWe show that the degrees of the complex irreducible characters of a finite group G are deter...
AbstractSuppose that G is a finite group, let p be a prime and let P∈Sylp(G). We prove that P is nor...
Navarro & Tiep proved in [46] that a finite group G has exactly one (respectively, two) rational-val...
This book places character theory and its applications to finite groups within the reach of people w...
Abstract. While we were graduate students, Marty Isaacs and I worked to-gether on the character theo...
Abstract. Let G be a finite group. We denote by ρ(G) the set of primes which divide some character d...
AbstractWe study the finite groups in which every irreducible rational valued character is linear, a...
We present some variations on some of the main open problems on character degrees. We collect some o...
Given a finite group G, let cd (G) denote the set of degrees of the irreducible complex characters o...
AbstractLet N be a normal subgroup of a finite group G. We consider the graph Γ(G|N) whose vertices ...
AbstractA classical theorem of John Thompson on character degrees states that if the degree of any c...
Throughout this note G will be a finite group and cd(G) will be the set of degrees of irreducible ch...
This paper concerns the arithmetical structure of the character degrees of a finite group. A useful ...
AbstractLet cd(G) be the set of all irreducible complex characters of a finite group G. In [4], Lewi...
This book discusses character theory and its applications to finite groups. The work places the subj...
AbstractWe show that the degrees of the complex irreducible characters of a finite group G are deter...
AbstractSuppose that G is a finite group, let p be a prime and let P∈Sylp(G). We prove that P is nor...
Navarro & Tiep proved in [46] that a finite group G has exactly one (respectively, two) rational-val...
This book places character theory and its applications to finite groups within the reach of people w...
Abstract. While we were graduate students, Marty Isaacs and I worked to-gether on the character theo...
Abstract. Let G be a finite group. We denote by ρ(G) the set of primes which divide some character d...
AbstractWe study the finite groups in which every irreducible rational valued character is linear, a...
We present some variations on some of the main open problems on character degrees. We collect some o...
Given a finite group G, let cd (G) denote the set of degrees of the irreducible complex characters o...
AbstractLet N be a normal subgroup of a finite group G. We consider the graph Γ(G|N) whose vertices ...
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