交换交叉立方网络在MM模型下的条件诊断度研究

发布时间：2018-12-10 22:40

【摘要】：交换交叉立方网络(ECQ)是新型互连网络拓扑结构研究的最新成果,交换交叉立方网络在保留超立方网络的递归结构、高可划分性和高连通性等优点的基础上,具有相对较小的网络直径、更少的连通边和构建成本,表现出更高的性价比。以交换交叉立方网络为研究对象,通过对交换交叉立方网络拓扑结构的研究,得出交换交叉立方网络的一系列拓扑性质与连通度定理。进而,根据连通度与诊断度的关联关系首次得出交换交叉立方网络ECQ(s,t)在MM模型下的条件诊断度为3s-2,其中,t≥s≥2。研究成果将为交换交叉立方网络的可靠性评价提供关键性参数,具有重要的理论价值和现实意义。
[Abstract]:Switched crossover cubic network (ECQ) is the latest achievement in the research of new interconnection network topology. The switched cross cubic network retains the advantages of recursive structure, high partition and high connectivity of hypercubic network. It has relatively small network diameter, less connected edges and construction cost, which shows higher performance and price ratio. Taking the commutative crossed cubic network as the research object, a series of topological properties and connectivity theorems of the switched cross cubic network are obtained by studying the topological structure of the switched cross cubic network. Furthermore, according to the relation between connectivity and diagnostic degree, the conditional diagnostic degree of ECQ (SMT) in MM model is 3s-2 for the first time, where t 鈮，

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