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- W760710786 abstract "An oriented graph is a digraph without loops, multiple arcs or cycles of length 2. Let D=(V, A) be an oriented graph of the order p, where V and A denote the set of vertices and the set of arcs of D, respectively. Assume that k is the positive integer 2≤k≤p-1. We define that D∈P_k(resp. D∈P_k′) if and only if for every arc uv∈A, there always exists a v-u directed path (resp. u-v directed path)of the length k in D. We" @default.
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- W760710786 date "1990-01-01" @default.
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- W760710786 title "ON ALSPACH’S PROBLEM FOR BIPARTITE TOURNAMENTS" @default.
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