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- Derangement abstract "In combinatorial mathematics, a derangement is a permutation of the elements of a set such that none of the elements appear in their original position. The numbers of derangements !n for sets of size n are called "de Montmort numbers" or "derangement numbers" (and can be generalized to rencontres numbers); the subfactorial function (not to be confused with the factorial n!) maps n to !n. No standard notation for subfactorials is agreed upon, and n¡ is sometimes used instead of !n.The problem of counting derangements was first considered by Pierre Raymond de Montmort in 1708; he solved it in 1713, as did Nicholas Bernoulli at about the same time.".
- Derangement thumbnail N!_v_!n.svg?width=300.
- Derangement wikiPageExternalLink ngm6.htm.
- Derangement wikiPageExternalLink derangement.pdf.
- Derangement wikiPageExternalLink derangements.html.
- Derangement wikiPageExternalLink index.htmlMathematical.
- Derangement wikiPageExternalLink Derangement.html.
- Derangement wikiPageExternalLink hassani5.html.
- Derangement wikiPageExternalLink menage.html.
- Derangement wikiPageID "162132".
- Derangement wikiPageRevisionID "602584747".
- Derangement hasPhotoCollection Derangement.
- Derangement subject Category:Fixed_points_(mathematics).
- Derangement subject Category:Integer_sequences.
- Derangement subject Category:Permutations.
- Derangement comment "In combinatorial mathematics, a derangement is a permutation of the elements of a set such that none of the elements appear in their original position. The numbers of derangements !n for sets of size n are called "de Montmort numbers" or "derangement numbers" (and can be generalized to rencontres numbers); the subfactorial function (not to be confused with the factorial n!) maps n to !n.".
- Derangement label "Derangement".
- Derangement label "Desarranjo".
- Derangement label "Dismutazione (matematica)".
- Derangement label "Fixpunktfreie Permutation".
- Derangement label "Беспорядок (перестановка)".
- Derangement label "完全順列".
- Derangement label "错排问题".
- Derangement sameAs Fixpunktfreie_Permutation.
- Derangement sameAs Nahasmen_(konbinatoria).
- Derangement sameAs Dismutazione_(matematica).
- Derangement sameAs 完全順列.
- Derangement sameAs Desarranjo.
- Derangement sameAs m.015j2x.
- Derangement sameAs Q1207920.
- Derangement sameAs Q1207920.
- Derangement wasDerivedFrom Derangement?oldid=602584747.
- Derangement depiction N!_v_!n.svg.
- Derangement isPrimaryTopicOf Derangement.
