特刊:规则d邻居拓扑中的节点到节点距离

R. Trobec, Uros Jovanovic
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引用次数: 1

摘要

本文介绍了最近引入的d-网格、流行的k-ary n-立方体和更理论化但在某些情况下接近最优排列图中最大和平均节点到节点距离的比较。d-网格是任意度d的二维规则网格的扩展族。它们具有最短的最大和平均节点到节点的距离,可以比其他两种拓扑更精细地扩展,最后,d-网格可以在只携带并行链路的平行平面上实现。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Special Issue: Node-to-Node Distances in Regular d-Neighbours Topologies
The comparison of maximal and average node-to-node distances in recently introduced d-meshes, popular k-ary n-cubes, and more theoretical but in some cases near optimal permutation graphs is presented in this paper. The d-meshes are an extended family of two-dimensional regular meshes of an arbitrary degree d. They have the shortest maximal and average node-to-node distances, can be expanded in finer steps than both other topologies, and finally, d-meshes can be implemented on parallel planes carrying only parallel links.
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