Let G be a finite group. An element g of G is called a vanishing element if there exists an irreducible character \chi of G such that \chi(g)=0; in this case, we say that the conjugacy class of g is a vanishing conjugacy class. In this paper, we discuss some arithmetical properties concerning the sizes of the vanishing conjugacy classes in a finite group
This work is a contribution to the classification of finite groups with an irreducible character th...
Let G be a finite group. The question of how certain arithmetical conditions on the lengths of the c...
summary:Let $G$ be a finite group. An element $g\in G$ is called a vanishing element if there exists...
Let G be a finite group. A conjugacy class of G is said to be vanishing if there exists an irreducib...
Copyright © The Author(s), 2020. Published by Cambridge University Press on behalf of The Royal Soci...
Abstract. We present several results connecting the number of conjugacy classes of a finite group on...
The aim of this note is to classify the finite groups whose irreducible characters vanish on at most...
AbstractLet G be a finite solvable group. We assume that the set of conjugacy class sizes of G is {1...
Let G be a finite solvable group. We assume that the set of conjugacy class sizes of G is {1, m, n, ...
Abstract. Let G be a finite group. An element x ∈ G is a real element if x and x−1 are conjugate in ...
AbstractLet G be a finite group. The question of how certain arithmetical conditions on the degrees ...
Suppose that G is a finite group and K is a non-trivial conjugacy class of G such that KK−1 = 1 ∪ D ...
AbstractLet G be a finite group. We extend Alan Camina's theorem on conjugacy class sizes which asse...
Please read abstract in the article.http://www.elsevier.com/locate/jpaa2022-12-11hj2022Mathematics a...
In this paper, we classify all finite groups satisfying the following property: their conjugacy clas...
This work is a contribution to the classification of finite groups with an irreducible character th...
Let G be a finite group. The question of how certain arithmetical conditions on the lengths of the c...
summary:Let $G$ be a finite group. An element $g\in G$ is called a vanishing element if there exists...
Let G be a finite group. A conjugacy class of G is said to be vanishing if there exists an irreducib...
Copyright © The Author(s), 2020. Published by Cambridge University Press on behalf of The Royal Soci...
Abstract. We present several results connecting the number of conjugacy classes of a finite group on...
The aim of this note is to classify the finite groups whose irreducible characters vanish on at most...
AbstractLet G be a finite solvable group. We assume that the set of conjugacy class sizes of G is {1...
Let G be a finite solvable group. We assume that the set of conjugacy class sizes of G is {1, m, n, ...
Abstract. Let G be a finite group. An element x ∈ G is a real element if x and x−1 are conjugate in ...
AbstractLet G be a finite group. The question of how certain arithmetical conditions on the degrees ...
Suppose that G is a finite group and K is a non-trivial conjugacy class of G such that KK−1 = 1 ∪ D ...
AbstractLet G be a finite group. We extend Alan Camina's theorem on conjugacy class sizes which asse...
Please read abstract in the article.http://www.elsevier.com/locate/jpaa2022-12-11hj2022Mathematics a...
In this paper, we classify all finite groups satisfying the following property: their conjugacy clas...
This work is a contribution to the classification of finite groups with an irreducible character th...
Let G be a finite group. The question of how certain arithmetical conditions on the lengths of the c...
summary:Let $G$ be a finite group. An element $g\in G$ is called a vanishing element if there exists...
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