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 …

Abstract Jwo et al.[Networks 23 (1993) 315–326] introduced the alternating group graph as
an interconnection network topology for computing systems. They showed that the proposed …

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 recently introduced interconnection network, the Möbius cube, is an important variant of
the hypercube. This network has several attractive properties compared with the hypercube …

As a newly introduced interconnection network for parallel computing, the locally twisted
cube possesses many desirable properties. In this paper, mesh embeddings in locally …

Crossed cubes are important variants of hypercubes. In this paper, we consider embeddings
of meshes in crossed cubes. The major research findings in this paper are:(1) For any …

Crossed cubes are popular variants of hypercubes. In this paper, we study path embeddings
between any two distinct nodes in crossed cubes. We prove two important results in the n …

Twisted cubes are variants of hypercubes. In this paper, we study the optimal embeddings of
paths of all possible lengths between two arbitrary distinct nodes in twisted cubes. We use …

The twisted cube is an important variation of the hypercube. It possesses many desirable
properties for interconnection networks. In this paper, we study fault-tolerant embedding of …

In this paper, we study the embedding of cycles in twisted cubes. It has been proven in the
literature that, for any integer l, 4≤ l≤ 2 n, a cycle of length l can be embedded with dilation …