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Fault-Tolerant Routing Based on Routing Capabilities in a Hyper-Star Graph

机译:基于超星形图中路由功能的容错路由

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A hyper-star graph HS(n, k) provides a promising topology for interconnection networks of parallel processing systems because it inherits the advantages of a hypercube and a star graph. In this paper, we focus on fault-tolerant routing in an HS(n, k) graph with faulty nodes and propose an algorithm to establish a fault-free path between a pair of non-faulty nodes. The algorithm uses limited global information called routing capabilities. Though routing capabilities were originally invented for a hypercube, we extend their notion so that they can be applied to an HS(n, k) graph, which is asymmetric. We have proved that the time complexity to calculate routing capabilities with respect to all the distances at each node is O(n(2)). In addition, we present the results of a computer experiment to verify that our algorithm attains high reachability to the destination nodes.
机译:超星形图HS(n,k)为并行处理系统的互连网络提供了一种有希望的拓扑,因为它继承了超立方体和星形图的优点。在本文中,我们着重研究具有故障节点的HS(n,k)图中的容错路由,并提出了一种在一对非故障节点之间建立无故障路径的算法。该算法使用有限的全局信息,称为路由功能。尽管路由功能最初是为超立方体发明的,但我们扩展了它们的概念,以便可以将它们应用于不对称的HS(n,k)图。我们已经证明,计算每个节点上所有距离的路由能力的时间复杂度为O(n(2))。此外,我们还提供了计算机实验的结果,以验证我们的算法对目标节点具有较高的可达性。

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