Matches in DBpedia 2015-04 for { <http://dbpedia.org/resource/Bender%E2%80%93Knuth_involution> ?p ?o }
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- Bender%E2%80%93Knuth_involution abstract "In algebraic combinatorics, a Bender–Knuth involution is an involution on the set of semistandard tableaux, introduced by Bender & Knuth (1972, pp. 46–47) in their study of plane partitions.".
- Bender%E2%80%93Knuth_involution wikiPageExternalLink v9i1n5.pdf.
- Bender%E2%80%93Knuth_involution wikiPageID "22578403".
- Bender%E2%80%93Knuth_involution wikiPageRevisionID "596377564".
- Bender%E2%80%93Knuth_involution hasPhotoCollection Bender–Knuth_involution.
- Bender%E2%80%93Knuth_involution subject Category:Algebraic_combinatorics.
- Bender%E2%80%93Knuth_involution subject Category:Combinatorial_algorithms.
- Bender%E2%80%93Knuth_involution subject Category:Permutations.
- Bender%E2%80%93Knuth_involution subject Category:Symmetric_functions.
- Bender%E2%80%93Knuth_involution type Abstraction100002137.
- Bender%E2%80%93Knuth_involution type Act100030358.
- Bender%E2%80%93Knuth_involution type Activity100407535.
- Bender%E2%80%93Knuth_involution type Algorithm105847438.
- Bender%E2%80%93Knuth_involution type Change107296428.
- Bender%E2%80%93Knuth_involution type CombinatorialAlgorithms.
- Bender%E2%80%93Knuth_involution type Event100029378.
- Bender%E2%80%93Knuth_involution type Function113783816.
- Bender%E2%80%93Knuth_involution type Happening107283608.
- Bender%E2%80%93Knuth_involution type MathematicalRelation113783581.
- Bender%E2%80%93Knuth_involution type Permutations.
- Bender%E2%80%93Knuth_involution type Procedure101023820.
- Bender%E2%80%93Knuth_involution type PsychologicalFeature100023100.
- Bender%E2%80%93Knuth_involution type Relation100031921.
- Bender%E2%80%93Knuth_involution type Rule105846932.
- Bender%E2%80%93Knuth_involution type Substitution107443761.
- Bender%E2%80%93Knuth_involution type SymmetricFunctions.
- Bender%E2%80%93Knuth_involution type Variation107337390.
- Bender%E2%80%93Knuth_involution type YagoPermanentlyLocatedEntity.
- Bender%E2%80%93Knuth_involution comment "In algebraic combinatorics, a Bender–Knuth involution is an involution on the set of semistandard tableaux, introduced by Bender & Knuth (1972, pp. 46–47) in their study of plane partitions.".
- Bender%E2%80%93Knuth_involution label "Bender–Knuth involution".
- Bender%E2%80%93Knuth_involution sameAs m.05zvndv.
- Bender%E2%80%93Knuth_involution sameAs Bender–Knuth_involution.
- Bender%E2%80%93Knuth_involution wasDerivedFrom Bender–Knuth_involution?oldid=596377564.
- Bender%E2%80%93Knuth_involution isPrimaryTopicOf Bender–Knuth_involution.