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- W2378163781 abstract "The generalized hypercube network (GHC) can be considered as the extension of hypercube. It contains many topology structures of interconnection networks such as ring, cube, mesh and so on. Because of its high connectivity, the fault-tolerance is quite good. While, there are few researchers make research on its routing algorithms with fault-tolerance. In this paper, fault-tolerant routing algorithms in GHC are studied in detail. For a generalized hypercube network G(m,r)with faulty nodes set F, G(m,r): N=mr (m≥2,r≥1 ), |F|＜m(d－m＋1), two arbitrary fault-free nodes S and D, if G (m, r) - F is connected, there must be a fault-free path P (S, D) no longer than h + 2 from S to D when |F|d, or no longer than h+4m-2 when da |F| m(d-m+ 1), where d is the degree of G(m,r),h =H(S, D) is the Hamming distance between S and D, path P(S, D) is fault-free if all the nodes and links in it are fault-free. The corresponding routing algorithms when |F| d, or d≤| F | m (d- m + 1 ) and exists good dimension aregiven in this paper." @default.
- W2378163781 created "2016-06-24" @default.
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- W2378163781 date "1998-01-01" @default.
- W2378163781 modified "2023-09-26" @default.
- W2378163781 title "ROUTING ALGORITHMS FOR SHORTEST PATHS IN FAULTY GENERALIZED HYPERCUBES" @default.
- W2378163781 hasPublicationYear "1998" @default.
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