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Fault-Tolerant Path-Embedding of Twisted Hypercube-Like Networks THLNs
The twisted hypercube-like networks() contain several important
hypercube variants. This paper is concerned with the fault-tolerant
path-embedding of -dimensional(-) . Let be an -
and be a subset of with . We show
that for arbitrary two different correct vertices and , there is a
faultless path of every length with , where if vertices and form a normal
vertex-pair and if vertices and form a weak vertex-pair in
()