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- Hook_length_formula abstract "In combinatorial mathematics, the hook-length formula is a formula for the number of standard Young tableaux whose shape is a given Young diagram.It has applications in diverse areas such as representation theory, probability, and algorithm analysis; for example, the problem of longest increasing subsequences.".
- Hook_length_formula thumbnail Hook-length_tableau_December_8_2013_3.jpg?width=300.
- Hook_length_formula wikiPageExternalLink book.
- Hook_length_formula wikiPageID "41497810".
- Hook_length_formula wikiPageRevisionID "599612800".
- Hook_length_formula subject Category:Combinatorics.
- Hook_length_formula comment "In combinatorial mathematics, the hook-length formula is a formula for the number of standard Young tableaux whose shape is a given Young diagram.It has applications in diverse areas such as representation theory, probability, and algorithm analysis; for example, the problem of longest increasing subsequences.".
- Hook_length_formula label "Hook length formula".
- Hook_length_formula sameAs m.0zwlsl7.
- Hook_length_formula sameAs Q17163411.
- Hook_length_formula sameAs Q17163411.
- Hook_length_formula wasDerivedFrom Hook_length_formula?oldid=599612800.
- Hook_length_formula depiction Hook-length_tableau_December_8_2013_3.jpg.
- Hook_length_formula isPrimaryTopicOf Hook_length_formula.
