The Publisher regrets that this article is an accidental duplication of an article that has already been published in <Linear Algebra and Its Applications, 432/1 (1st January 2010) 369382>, http://dx.doi.org/10.1016/j.laa.2009.08.040. The duplicate article has therefore been withdrawn
AbstractThe circumference of a graphGis the length of a longest cycle inG. In this paper, we shall s...
Tato práce se věnuje cyklickým vlastnostem cirkulačních grafů. Především je zaměřena na pancyklicitu...
AbstractGiven two graphs G1 and G2, one may ask whether or not G2 is a cover of G1. Feng and Kwak [T...
Circulant graphs are characterized here as quotient lattices, which are realized as vertices connect...
AbstractCirculant graphs are characterized here as quotient lattices, which are realized as vertices...
Circulant graphs are homogeneous graphs with special properties which have been used to build interc...
The genus graphs have been studied by many authors, but just a few results concerning in special cas...
In this paper, we will investigate graphs that arise from the intersections of geodesics embedded on...
This thesis concerns the analysis and construction of extremal circulant and other Abelian Cayley gr...
International audienceA circulant of order $n$ is a Cayley graph for the cyclic group $\mathbb{Z}_n$...
We consider the degree-diameter problem for undirected and directed circulant graphs. To date, attem...
In this paper, we will investigate graphs that arise from the intersections of geodesics embedded on...
We characterise the form of all simple, finite graphs for which the girth of the graph is equal to t...
AbstractWe obtain upper and lower bounds on the average energy of circulant graphs with n vertices a...
In this thesis, we apply spectral graph theory to show the non-existence of an expander family withi...
AbstractThe circumference of a graphGis the length of a longest cycle inG. In this paper, we shall s...
Tato práce se věnuje cyklickým vlastnostem cirkulačních grafů. Především je zaměřena na pancyklicitu...
AbstractGiven two graphs G1 and G2, one may ask whether or not G2 is a cover of G1. Feng and Kwak [T...
Circulant graphs are characterized here as quotient lattices, which are realized as vertices connect...
AbstractCirculant graphs are characterized here as quotient lattices, which are realized as vertices...
Circulant graphs are homogeneous graphs with special properties which have been used to build interc...
The genus graphs have been studied by many authors, but just a few results concerning in special cas...
In this paper, we will investigate graphs that arise from the intersections of geodesics embedded on...
This thesis concerns the analysis and construction of extremal circulant and other Abelian Cayley gr...
International audienceA circulant of order $n$ is a Cayley graph for the cyclic group $\mathbb{Z}_n$...
We consider the degree-diameter problem for undirected and directed circulant graphs. To date, attem...
In this paper, we will investigate graphs that arise from the intersections of geodesics embedded on...
We characterise the form of all simple, finite graphs for which the girth of the graph is equal to t...
AbstractWe obtain upper and lower bounds on the average energy of circulant graphs with n vertices a...
In this thesis, we apply spectral graph theory to show the non-existence of an expander family withi...
AbstractThe circumference of a graphGis the length of a longest cycle inG. In this paper, we shall s...
Tato práce se věnuje cyklickým vlastnostem cirkulačních grafů. Především je zaměřena na pancyklicitu...
AbstractGiven two graphs G1 and G2, one may ask whether or not G2 is a cover of G1. Feng and Kwak [T...
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