On the path-connectivity, vertex-pancyclicity, and edge-pancyclicity of crossed cubes ; Neural, Parallel & Scientific Computations · 13, pp. 107-118 · 1061-5369.

On the path-connectivity, vertex-pancyclicity, and edge-pancyclicity of crossed cubes. Yang X.3; Evans D.J.4; Megson G.M.1; Tang Y.3. 2005-03-01. Source ...

Oct 26, 2010 · Yang, X. and Megson, G.M. (2006) On the path-connectivity, vertex-pancyclicity, and edge-pancyclicity of crossed cubes.

It has been proven that crossed cubes have attractive properties in Hamiltonian connectivity and pancyclicity. In this paper, we study two stronger features of ...

Dec 10, 2014 · In this paper, we study the pancyclic properties of the WK-Recursive networks. We show that a WK-Recursive network with amplitude W and ...

It has been proven that crossed cubes have attractive properties in Hamiltonian connectivity and pancyclicity. In this paper, we study two stronger features of ...

This paper addresses the existence of cycles with some specified properties in an n-dimensional crossed cube, CQ n, and proposes the notion of ...

Abstract:- For a pair of vertices u, v ∈ V (G), a cycle is called a geodesic cycle with u and v if a shortest path of G joining u and v lies on the cycle.

This paper addresses the existence of cycles with some specified properties in an n-dimensional crossed cube, CQ . We first propose the notion of double-vertex- ...

Twisted cubes are attractive alternatives to hypercubes. In this paper, we study a stronger pancyclicity of twisted cubes. We prove that the n-dimensional ...