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- Q7451767 subject Q13285548.
- Q7451767 abstract "In combinatorial mathematics, a separable permutation is a permutation that can be obtained from the trivial permutation 1 by direct sums and skew sums. Separable permutations may be characterized by the forbidden permutation patterns 2413 and 3142; they are also the permutations whose permutation graphs are cographs and the permutations that realize the series-parallel partial orders. It is possible to test in polynomial time whether a given separable permutation is a pattern in a larger permutation, or to find the longest common subpattern of two separable permutations.".
- Q7451767 thumbnail Separable_Permutation_qtl1.svg?width=300.
- Q7451767 wikiPageWikiLink Q129239.
- Q7451767 wikiPageWikiLink Q13285548.
- Q7451767 wikiPageWikiLink Q1368009.
- Q7451767 wikiPageWikiLink Q1554323.
- Q7451767 wikiPageWikiLink Q15704639.
- Q7451767 wikiPageWikiLink Q161519.
- Q7451767 wikiPageWikiLink Q17103625.
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- Q7451767 wikiPageWikiLink Q2071909.
- Q7451767 wikiPageWikiLink Q215206.
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- Q7451767 wikiPageWikiLink Q4312352.
- Q7451767 wikiPageWikiLink Q474715.
- Q7451767 wikiPageWikiLink Q5141281.
- Q7451767 wikiPageWikiLink Q5282038.
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- Q7451767 wikiPageWikiLink Q5467387.
- Q7451767 wikiPageWikiLink Q7100431.
- Q7451767 wikiPageWikiLink Q7169369.
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- Q7451767 wikiPageWikiLink Q7390256.
- Q7451767 wikiPageWikiLink Q7454786.
- Q7451767 wikiPageWikiLink Q7534792.
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- Q7451767 wikiPageWikiLink Q851512.
- Q7451767 wikiPageWikiLink Q860609.
- Q7451767 wikiPageWikiLink Q876049.
- Q7451767 comment "In combinatorial mathematics, a separable permutation is a permutation that can be obtained from the trivial permutation 1 by direct sums and skew sums. Separable permutations may be characterized by the forbidden permutation patterns 2413 and 3142; they are also the permutations whose permutation graphs are cographs and the permutations that realize the series-parallel partial orders.".
- Q7451767 label "Separable permutation".
- Q7451767 depiction Separable_Permutation_qtl1.svg.