Add to ORKGAlthough a mathematical formula for counting the number of Eulerian circles in a directed graph is already known [1, 2], no formula is yet known for enumerating such circles if the graph is an undirected one. In computer science, the latter problem is known to be in #P-complete [3], enumerating the solutions of such problem is known to be hard. In this paper, an efficient algorithm to enumerate all the Eulerian paths in an undirected graph, both simple graph and multigraph, is proposed
We define a new graph polynomial, the interlace polynomial, for any undirected graph. Also, we show ...
We define a new graph polynomial, the interlace polynomial, for any undirected graph. Also, we show ...
We define a new graph polynomial, the interlace polynomial, for any undirected graph. Also, we show ...
We show that the problem of counting the number of Eulerian circuits in an undirected graph is compl...
We show that the problem of counting the number of Eulerian circuits in an undirected graph is compl...
We show that counting Euler tours in undirected bounded tree-width graphs is tractable even in paral...
We show that counting Euler tours in undirected bounded tree-width graphs is tractable even in paral...
In this paper we discuss about the algorithm to constructing an Euler Path in Euler Graph .There are...
This paper shows that the number of even Eulerian paths equals the number of odd Eulerian paths when...
AbstractThe following result was proved in Cai and Fleischner. Let G = (V, E) be a 2k-edge- connecte...
In this thesis we consider two sets of combinatorial structures defined on an Eulerian graph: the Eu...
An Eulerian circuit in a directed graph is one of the most fundamental Graph Theory notions. Detecti...
An Eulerian circuit in a directed graph is one of the most fundamental Graph Theory notions. Detecti...
The asymptotic properties of the numbers of spanning trees and Eulerian trails in circulant digraphs...
Graduation date: 1963This thesis treats the problem of enumerating equivalence\ud classes of Euler p...
We define a new graph polynomial, the interlace polynomial, for any undirected graph. Also, we show ...
We define a new graph polynomial, the interlace polynomial, for any undirected graph. Also, we show ...
We define a new graph polynomial, the interlace polynomial, for any undirected graph. Also, we show ...
We show that the problem of counting the number of Eulerian circuits in an undirected graph is compl...
We show that the problem of counting the number of Eulerian circuits in an undirected graph is compl...
We show that counting Euler tours in undirected bounded tree-width graphs is tractable even in paral...
We show that counting Euler tours in undirected bounded tree-width graphs is tractable even in paral...
In this paper we discuss about the algorithm to constructing an Euler Path in Euler Graph .There are...
This paper shows that the number of even Eulerian paths equals the number of odd Eulerian paths when...
AbstractThe following result was proved in Cai and Fleischner. Let G = (V, E) be a 2k-edge- connecte...
In this thesis we consider two sets of combinatorial structures defined on an Eulerian graph: the Eu...
An Eulerian circuit in a directed graph is one of the most fundamental Graph Theory notions. Detecti...
An Eulerian circuit in a directed graph is one of the most fundamental Graph Theory notions. Detecti...
The asymptotic properties of the numbers of spanning trees and Eulerian trails in circulant digraphs...
Graduation date: 1963This thesis treats the problem of enumerating equivalence\ud classes of Euler p...
We define a new graph polynomial, the interlace polynomial, for any undirected graph. Also, we show ...
We define a new graph polynomial, the interlace polynomial, for any undirected graph. Also, we show ...
We define a new graph polynomial, the interlace polynomial, for any undirected graph. Also, we show ...