AbstractIn this paper we study groups for which every real irreducible character has degree not divisible by some given odd prime p
AbstractLet G be a finite solvable group, p be some prime, let P be a Sylow p-subgroup of G, and let...
We prove that a finite group G has a normal Sylow p-subgroup P if, and only if, every irreducible ch...
AbstractLet N be a normal subgroup of a finite group G. We consider the graph Γ(G|N) whose vertices ...
AbstractSuppose that G is a finite group, let p be a prime and let P∈Sylp(G). We prove that P is nor...
AbstractIn this paper we study groups for which every real irreducible character has degree not divi...
AbstractIn this paper we describe the structure of finite groups whose real-valued nonlinear irreduc...
AbstractIn this paper non-nilpotent groups with two irreducible character degrees are characterized....
Let G be a finite solvable group. We show that G does not have a normal nonabelian Sylow p-subgroup ...
In this paper we describe the structure of finite groups whose real-valued nonlinear irreducible cha...
This thesis addresses some questions about the relationship between the structure of finite groups a...
In this work, how the structure of a normal subgroup of a group G is influenced by the degrees of an...
AbstractA classical theorem of John Thompson on character degrees states that if the degree of any c...
AbstractIn this paper the following main theorem is proved.Theorem. Let G be a finite simple group w...
AbstractIf G is a p-solvable finite group, P is a self-normalizing Sylow p-subgroup of G with derive...
AbstractWe construct canonical families of irreducible characters of Borel and Sylow p-subgroups of ...
AbstractLet G be a finite solvable group, p be some prime, let P be a Sylow p-subgroup of G, and let...
We prove that a finite group G has a normal Sylow p-subgroup P if, and only if, every irreducible ch...
AbstractLet N be a normal subgroup of a finite group G. We consider the graph Γ(G|N) whose vertices ...
AbstractSuppose that G is a finite group, let p be a prime and let P∈Sylp(G). We prove that P is nor...
AbstractIn this paper we study groups for which every real irreducible character has degree not divi...
AbstractIn this paper we describe the structure of finite groups whose real-valued nonlinear irreduc...
AbstractIn this paper non-nilpotent groups with two irreducible character degrees are characterized....
Let G be a finite solvable group. We show that G does not have a normal nonabelian Sylow p-subgroup ...
In this paper we describe the structure of finite groups whose real-valued nonlinear irreducible cha...
This thesis addresses some questions about the relationship between the structure of finite groups a...
In this work, how the structure of a normal subgroup of a group G is influenced by the degrees of an...
AbstractA classical theorem of John Thompson on character degrees states that if the degree of any c...
AbstractIn this paper the following main theorem is proved.Theorem. Let G be a finite simple group w...
AbstractIf G is a p-solvable finite group, P is a self-normalizing Sylow p-subgroup of G with derive...
AbstractWe construct canonical families of irreducible characters of Borel and Sylow p-subgroups of ...
AbstractLet G be a finite solvable group, p be some prime, let P be a Sylow p-subgroup of G, and let...
We prove that a finite group G has a normal Sylow p-subgroup P if, and only if, every irreducible ch...
AbstractLet N be a normal subgroup of a finite group G. We consider the graph Γ(G|N) whose vertices ...
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