Add to ORKGand other research outputs Bounds on the diameter of Cayley graphs of the sym-metric grou
The order of a graph of maximum degree d and diameter 2 cannot exceed d 2+1, the Moore bound for dia...
AbstractThe order of a graph of maximum degree d and diameter 2 cannot exceed d2+1, the Moore bound ...
We consider a number of problems in graph theory, with the unifying theme being the properties of gr...
Given a finite symmetric group S_n and a set S of generators, we can represent the group as a Cayley...
AbstractIn this note we obtain a simple expression of any finite group by means of its generating se...
AbstractLet G be either the symmetric or the alternating group of degree n. We prove that, given any...
Let [Formula: see text] be a group and [Formula: see text] be a descending sequence of finite-index ...
AbstractIn this paper we determine new bounds on the maximum number of vertices of a Cayley graph wi...
In this paper we are concerned with the conjecture that, for any set of generators $S$ of the symmet...
iv The Degree/Diameter problem has been studied for a long time and still have’t been solved complet...
Abstract. The unipotent subgroup of a finite group of Lie type over a prime field Fp comes equipped ...
AbstractLet G be either the symmetric or the alternating group of degree n. We prove that, given any...
Let S be a subset generating a finite group G. The corresponding Cayley graph G(G, S) has the elemen...
Circulant graphs are Cayley graphs of cyclic groups and the metric dimension of circulant graphs wit...
Let CC(d,2) and AC(d,2) be the largest order of a Cayley graph of a cyclic and an Abelian group, res...
The order of a graph of maximum degree d and diameter 2 cannot exceed d 2+1, the Moore bound for dia...
AbstractThe order of a graph of maximum degree d and diameter 2 cannot exceed d2+1, the Moore bound ...
We consider a number of problems in graph theory, with the unifying theme being the properties of gr...
Given a finite symmetric group S_n and a set S of generators, we can represent the group as a Cayley...
AbstractIn this note we obtain a simple expression of any finite group by means of its generating se...
AbstractLet G be either the symmetric or the alternating group of degree n. We prove that, given any...
Let [Formula: see text] be a group and [Formula: see text] be a descending sequence of finite-index ...
AbstractIn this paper we determine new bounds on the maximum number of vertices of a Cayley graph wi...
In this paper we are concerned with the conjecture that, for any set of generators $S$ of the symmet...
iv The Degree/Diameter problem has been studied for a long time and still have’t been solved complet...
Abstract. The unipotent subgroup of a finite group of Lie type over a prime field Fp comes equipped ...
AbstractLet G be either the symmetric or the alternating group of degree n. We prove that, given any...
Let S be a subset generating a finite group G. The corresponding Cayley graph G(G, S) has the elemen...
Circulant graphs are Cayley graphs of cyclic groups and the metric dimension of circulant graphs wit...
Let CC(d,2) and AC(d,2) be the largest order of a Cayley graph of a cyclic and an Abelian group, res...
The order of a graph of maximum degree d and diameter 2 cannot exceed d 2+1, the Moore bound for dia...
AbstractThe order of a graph of maximum degree d and diameter 2 cannot exceed d2+1, the Moore bound ...
We consider a number of problems in graph theory, with the unifying theme being the properties of gr...