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- W1651485765 abstract "For nonnegative integers $k$ and $l$, let $mathscr{D}(k,l)$ denote the family of digraphs in which every vertex has either indegree at most $k$ or outdegree at most $l$. In this paper we prove that the edges of every digraph in $mathscr{D}(3,3)$ and $mathscr{D}(4,4)$ can be covered by at most five directed cuts and present an example in $mathscr{D}(3,3)$ showing that this result is best possible." @default.
- W1651485765 created "2016-06-24" @default.
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- W1651485765 date "2011-09-21" @default.
- W1651485765 modified "2023-09-27" @default.
- W1651485765 title "Covering the edges of digraphs in $mathscr{D}(3,3)$ and $mathscr{D}(4,4)$ with directed cuts" @default.
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