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Shortest path routing in a class of Cayley graphs of semi-direct product of finite groups

机译:一类有限群半直接乘积的Cayley图中的最短路径路由

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Recently R.N. Draper (1990) initiated the study of interconnection networks based on Cayley graphs of semi-direct products of two cyclic groups called supertoroids graphs. Interest in this class of graphs stems from their relatively smaller diameter compared to toroids of the same size. In this paper we described a deterministic, distributed, shortest path algorithm for routing in this class of networks.
机译:最近R.N. Draper(1990)基于两个超群图的两个环状群的半直接乘积的Cayley图,开始了对互连网络的研究。与相同大小的环形线圈相比,此类图形的有趣之处在于它们的直径相对较小。在本文中,我们描述了用于此类网络中路由的确定性,分布式,最短路径算法。

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