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- W2396667737 abstract "The semigirth ` of a digraph D is a parameter related with the number of shortest paths in D. In particular, if G is a graph the semigirth of the associated symmetric digraph G∗ is `(G∗) = b(g(G)− 1)/2c, where g(G) is the girth of the graph G. In this paper some bounds for the minimum number of vertices of a k-regular digraph D having girth g and semigirth `, denoted by n(k, g; `) are obtained. Moreover we construct a family of digraphs which achieve the lower bound for some particular values of the parameters." @default.
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- W2396667737 date "2009-01-01" @default.
- W2396667737 modified "2023-10-01" @default.
- W2396667737 title "On (k, g; l)-dicages." @default.
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