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Given a finite group G, consider the prime graph built on the set of conjugacy class sizes of G. Den...
AbstractIn this note we obtain a simple expression of any finite group by means of its generating se...
This thesis is concerned with some asymptotic and geometric properties of finite groups. We shall pr...
We associate to every finite group G a graph F'(G) related to the conjugacy classes of G, and d...
Let G be a finite group and let N be a normal subgroup of G. We determine the structure of N when th...
In this paper the diameter of the commuting involution graph for the Monster simple group on the 2B...
AbstractIn this paper we study various properties of a bipartite graph related to the sizes of the c...
Let G be a finite group and let N be a normal subgroup of G. We attach to N two graphs ΓG(N) and Γ∗...
Abstract. The unipotent subgroup of a finite group of Lie type over a prime field Fp comes equipped ...
Let G be a finite group, and let cs(G) denote the set of sizes of the conjugacy classes of G. The pr...
Let G be a finite group, and let \u394(G) denote the prime graph built on the set of degrees of the ...
AbstractWe define a graph associated with a group G by letting nontrivial degrees be the vertices, a...
Given a finite group G, denote by \u393. (G) the simple undirected graph whose vertices are the (dis...
Graphs can be related to groups by looking at its vertices and edges. The vertices are comprised of ...
In this paper we consider the influence of conjugacy class sizes on the struc-ture of finite groups....
Given a finite group G, consider the prime graph built on the set of conjugacy class sizes of G. Den...
AbstractIn this note we obtain a simple expression of any finite group by means of its generating se...
This thesis is concerned with some asymptotic and geometric properties of finite groups. We shall pr...
We associate to every finite group G a graph F'(G) related to the conjugacy classes of G, and d...
Let G be a finite group and let N be a normal subgroup of G. We determine the structure of N when th...
In this paper the diameter of the commuting involution graph for the Monster simple group on the 2B...
AbstractIn this paper we study various properties of a bipartite graph related to the sizes of the c...
Let G be a finite group and let N be a normal subgroup of G. We attach to N two graphs ΓG(N) and Γ∗...
Abstract. The unipotent subgroup of a finite group of Lie type over a prime field Fp comes equipped ...
Let G be a finite group, and let cs(G) denote the set of sizes of the conjugacy classes of G. The pr...
Let G be a finite group, and let \u394(G) denote the prime graph built on the set of degrees of the ...
AbstractWe define a graph associated with a group G by letting nontrivial degrees be the vertices, a...
Given a finite group G, denote by \u393. (G) the simple undirected graph whose vertices are the (dis...
Graphs can be related to groups by looking at its vertices and edges. The vertices are comprised of ...
In this paper we consider the influence of conjugacy class sizes on the struc-ture of finite groups....
Given a finite group G, consider the prime graph built on the set of conjugacy class sizes of G. Den...
AbstractIn this note we obtain a simple expression of any finite group by means of its generating se...
This thesis is concerned with some asymptotic and geometric properties of finite groups. We shall pr...
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