Hamiltonian Cycles and Hamiltonian Paths in Faulty Burnt Pancake Graphs(Algorithm Theory)
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概要
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Recently, research on parallel processing systems is very active, and many complex topologies have been proposed. A burnt pancake graph is one such topology. In this paper, we prove that a faulty burnt pancake graph with degree n has a fault-free Hamiltonian cycle if the number of the faulty elements is n-2 or less, and it has a fault-free Hamiltonian path between any pair of nonfaulty nodes if the number of the faulty elements is n-3 or less.
- 社団法人電子情報通信学会の論文
- 2007-04-01
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