The advancement of large scale integrated circuit technology has enabled the construction
of complex interconnection networks. Graph theory provides a fundamental tool for …

The growing complexity and dependability requirements of hardware, software, and
networks demand efficient techniques for discovering disruptive behavior in those systems …

Diagnosability of a multiprocessor system is one important study topic in the parallel
processing area. As a hypercube variant, the crossed cube has many attractive properties …

A procedure called SVM-KM, based on clustering by k-means and to accelerate the training
of support vector machines, is the main objective of the work. During the support vector …

The crossed cube is an important variant of the hypercube. The n-dimensional crossed cube
has only about half diameter, wide diameter, and fault diameter of those of the n …

The capability of the data center network largely decides the performance of cloud
computing. However, the number of servers in the data center network becomes …

Crossed cubes are important variants of the hypercubes. It has been proven that crossed
cubes have attractive properties in Hamiltonian connectivity and pancyclicity. In this paper …

An n-dimensional Bijective Connection graph (in brief BC graph) is a regular graph with 2n
nodes and n2n− 1 edges. The n-dimensional hypercube, crossed cube, Möbius cube, etc …

The crossed cube CQn introduced by Efe has many properties similar to those of the popular
hypercube. However, the diameter of CQn is about one half of that of the hypercube …

An n-dimensional crossed cube, CQ n, is a variation of the hypercube. In this paper, we
prove that CQ n is (n-2)-Hamiltonian and (n-3)-Hamiltonian connected. That is, a ring of …