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- Plactic_monoid abstract "In mathematics, the plactic monoid is the monoid of all words in the alphabet of positive integers modulo Knuth equivalence. Its elements can be identified with semistandard Young tableaux. It was discovered by Donald Knuth (1970) (who called it the tableau algebra), using an operation given by Craige Schensted (1961) in his study of the longest increasing subsequence of a permutation. It was named the "monoïde plaxique" by Lascoux & Schützenberger (1981), who allowed any totally ordered alphabet in the definition.The etymology of the word "plaxique" is unclear; it may refer to plate tectonics (tectonique des plaques in French), as the action of a generator of the plactic monoid resembles plates sliding past each other in an earthquake.".
- Plactic_monoid wikiPageExternalLink ?id=G3sZ2zG8AiMC.
- Plactic_monoid wikiPageExternalLink aima.1996.0085.
- Plactic_monoid wikiPageExternalLink 1981-1PlaxiqueNaples.pdf.
- Plactic_monoid wikiPageExternalLink document2764.html.
- Plactic_monoid wikiPageExternalLink 1102971948.
- Plactic_monoid wikiPageExternalLink plactic.ps.
- Plactic_monoid wikiPageExternalLink description_en.php?idrapportrech=487.
- Plactic_monoid wikiPageID "22267328".
- Plactic_monoid wikiPageRevisionID "567837322".
- Plactic_monoid authorlink "Craige Schensted".
- Plactic_monoid authorlink "Donald Knuth".
- Plactic_monoid first "Craige".
- Plactic_monoid first "Donald".
- Plactic_monoid hasPhotoCollection Plactic_monoid.
- Plactic_monoid last "Knuth".
- Plactic_monoid last "Schensted".
- Plactic_monoid year "1961".
- Plactic_monoid year "1970".
- Plactic_monoid subject Category:Combinatorics_on_words.
- Plactic_monoid subject Category:Semigroup_theory.
- Plactic_monoid comment "In mathematics, the plactic monoid is the monoid of all words in the alphabet of positive integers modulo Knuth equivalence. Its elements can be identified with semistandard Young tableaux. It was discovered by Donald Knuth (1970) (who called it the tableau algebra), using an operation given by Craige Schensted (1961) in his study of the longest increasing subsequence of a permutation.".
- Plactic_monoid label "Monoïde plaxique".
- Plactic_monoid label "Plactic monoid".
- Plactic_monoid sameAs Monoïde_plaxique.
- Plactic_monoid sameAs m.05q75_g.
- Plactic_monoid sameAs Q3321291.
- Plactic_monoid sameAs Q3321291.
- Plactic_monoid wasDerivedFrom Plactic_monoid?oldid=567837322.
- Plactic_monoid isPrimaryTopicOf Plactic_monoid.