Comprehensive study of complete graph and Perfect Difference Network (PDN)

R. Katare, T. A. Shiekh, Fayaz Naikoo, Gh. Hassan Ganaie
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引用次数: 1

Abstract

In this paper, we have explored the graph properties of PDN and Complete Graph of (δ2+ δ+l) node networks to make the complete traversal of the perfect different network (PDN). We have also showed the diagonal links of PDN through its adjacency matrix. In this paper, we have also calculated the density for Hypercube, PDN, and Complete Graph architectures by manipulating the edges of these architectures. The symmetry in Complete Graph of (δ2+ δ+1) nodes is seen on the repetition of edges in different circuits. In this paper, we have also seen that on the removal of chordal ring links in Complete Graph the circuits removed are getting successively decreased.
完全图与完全差分网络(PDN)的综合研究
本文探讨了PDN和(δ2+ δ+l)节点网络的完全图的图性质,实现了完全不同网络(PDN)的完全遍历。我们还通过邻接矩阵展示了PDN的对角链接。在本文中,我们还通过操纵这些体系结构的边缘计算了Hypercube、PDN和Complete Graph体系结构的密度。(δ2+ δ+1)节点完备图的对称性体现在不同电路中边的重复上。本文还发现,在完全图中对弦环链路进行去除时,所去除的电路是依次减少的。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
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