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SUBDIGRAPH DISTANCE AND MULTIVERTEX DIGRAPHS

机译:子图距离和多顶点图

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摘要

The standard directed distance d(u, v) from u to v in a strong digraph D is the length of a shortest (directed) u-v path in D, A distance involving subdigraphs of the same order in D is introduced. This distance can be represented as the standard directed distance in its corresponding multivcrtex digraph, Several results concerning multivertex digraphs are then presented.
机译:在强有向图D中从u到v的标准有向距离d(u,v)是D中最短(有向)u-v路径的长度,引入了D中涉及相同阶数的子图的距离。该距离可以表示为其对应的多图有向图中的标准有向距离。然后,给出了有关多顶点有向图的一些结果。

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