AbstractIn this paper we develop a method for determining the exact number of spanning trees in (directed or undirected) circulant graphs. Using this method we can, for any class of circulant graph, exhibit a recurrence relation for the number of its spanning trees. We describe the method and give examples of its use
The asymptotic properties of the numbers of spanning trees and Eulerian trails in circulant digraphs...
We consider the number of spanning trees in circulant graphs of ${\it\beta}n$ vertices with generato...
The number of spanning trees in graphs or in networks is an important issue. The evaluation of this ...
AbstractThe most recent general result for counting the exact number of spanning trees in a directed...
The number of spanning trees in a (di-)graph (network) is an important, well-studied quantity. Most ...
AbstractIn this paper we develop a method for determining the exact number of spanning trees in (dir...
AbstractLet 1⩽s1<s2<⋯<sk⩽⌊n/2⌋ be given integers. An undirected even-valent circulant graph, Cns1,s2...
AbstractIn this paper, we consider the number of spanning trees in circulant graphs. For any class o...
Abstract: Problem statement: The number of spanning trees of a graph G is usually denoted by τ(G). A...
Let T(G) be the number of spanning trees in graph G. In this note we explore the asymptotics of T(G)...
Kirchhoff's Matrix Tree Theorem permits the calculation of the number of spanning trees in any given...
The history of counting the number of spanning trees dates back into the year 1842 in which the Germ...
AbstractLet T(G) be the number of spanning trees in graph G. In this note, we explore the asymptotic...
Let T (G) be the number of spanning trees in graph G. In this note, we explore the asymptotics of T ...
In this thesis we study the number of spanning trees in some classes of graphs. This is made possibl...
The asymptotic properties of the numbers of spanning trees and Eulerian trails in circulant digraphs...
We consider the number of spanning trees in circulant graphs of ${\it\beta}n$ vertices with generato...
The number of spanning trees in graphs or in networks is an important issue. The evaluation of this ...
AbstractThe most recent general result for counting the exact number of spanning trees in a directed...
The number of spanning trees in a (di-)graph (network) is an important, well-studied quantity. Most ...
AbstractIn this paper we develop a method for determining the exact number of spanning trees in (dir...
AbstractLet 1⩽s1<s2<⋯<sk⩽⌊n/2⌋ be given integers. An undirected even-valent circulant graph, Cns1,s2...
AbstractIn this paper, we consider the number of spanning trees in circulant graphs. For any class o...
Abstract: Problem statement: The number of spanning trees of a graph G is usually denoted by τ(G). A...
Let T(G) be the number of spanning trees in graph G. In this note we explore the asymptotics of T(G)...
Kirchhoff's Matrix Tree Theorem permits the calculation of the number of spanning trees in any given...
The history of counting the number of spanning trees dates back into the year 1842 in which the Germ...
AbstractLet T(G) be the number of spanning trees in graph G. In this note, we explore the asymptotic...
Let T (G) be the number of spanning trees in graph G. In this note, we explore the asymptotics of T ...
In this thesis we study the number of spanning trees in some classes of graphs. This is made possibl...
The asymptotic properties of the numbers of spanning trees and Eulerian trails in circulant digraphs...
We consider the number of spanning trees in circulant graphs of ${\it\beta}n$ vertices with generato...
The number of spanning trees in graphs or in networks is an important issue. The evaluation of this ...
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