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- Superpattern abstract "In the mathematical study of permutations and permutation patterns, a superpattern is a permutation that contains all of the patterns of a given length. More specifically, a k-superpattern contains all possible patterns of length k.".
- Superpattern wikiPageID "7371807".
- Superpattern wikiPageRevisionID "558249149".
- Superpattern authorlink "Alison Miller".
- Superpattern authorlink "Richard Arratia".
- Superpattern first "Alison".
- Superpattern first "Richard".
- Superpattern last "Arratia".
- Superpattern last "Miller".
- Superpattern year "1999".
- Superpattern year "2009".
- Superpattern subject Category:Permutation_patterns.
- Superpattern comment "In the mathematical study of permutations and permutation patterns, a superpattern is a permutation that contains all of the patterns of a given length. More specifically, a k-superpattern contains all possible patterns of length k.".
- Superpattern label "Superpattern".
- Superpattern sameAs m.025_ncf.
- Superpattern sameAs Q17103796.
- Superpattern sameAs Q17103796.
- Superpattern wasDerivedFrom Superpattern?oldid=558249149.
- Superpattern isPrimaryTopicOf Superpattern.