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In this note, we investigate the problem of embedding paths of various lengths into crossed cubes with faulty vertices. In Park et al. (2007) [14] showed that, for any hypercube-like interconnection network of 2n vertices with a set F of faulty vertices and/or edges, there exists a fault-free path of length ℓ between any two distinct fault-free vertices for each integer ℓ satisfying 2n−3⩽ℓ⩽2n−|F|−1...
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