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Randomized routing with shorter paths
DOI:10.1109/71.494630.png)
Abstract
En 中文
We study in this paper the use of randomized routing in multistage networks. While log N additional randomizing stages are needed to break ''spatial locality,'' within each permutation, only log log N additional randomizing-stages are needed to break ''temporal locality'' among successive permutations. Thus, log N bits of initial randomization per input, followed by log log N bits of randomization per packet are sufficient to ensure that t permutations are delivered in time t + log N. We present simulation results that validate this analysis.
Keywords:
butterfly networks
interconnection networks
multistage networks
packet-switching
parallel communication
randomized routing
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