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- Pieri's_formula abstract "In mathematics, Pieri's formula, named after Mario Pieri, describes the product of a Schubert cycle by a special Schubert cycle in the Schubert calculus, or the product of a Schur polynomial by a complete symmetric function.In terms of Schur functions sλ indexed by partitions λ, it states thatwhere hr is a complete homogeneous symmetric polynomial and the sum is over all partitions λ obtained from μ by adding r elements, no two in the same column.Pieri's formula implies Giambelli's formula. The Littlewood–Richardson rule is a generalization of Pieri's formula giving the product of any two Schur functions. Monk's formula is an analogue of Pieri's formula for flag manifolds.".
- Pieri's_formula wikiPageExternalLink ?ci=9780198504504.
- Pieri's_formula wikiPageID "22269627".
- Pieri's_formula wikiPageRevisionID "447347126".
- Pieri's_formula first "Frank".
- Pieri's_formula hasPhotoCollection Pieri's_formula.
- Pieri's_formula id "S/s130080".
- Pieri's_formula last "Sottile".
- Pieri's_formula subject Category:Symmetric_functions.
- Pieri's_formula type Abstraction100002137.
- Pieri's_formula type Function113783816.
- Pieri's_formula type MathematicalRelation113783581.
- Pieri's_formula type Relation100031921.
- Pieri's_formula type SymmetricFunctions.
- Pieri's_formula comment "In mathematics, Pieri's formula, named after Mario Pieri, describes the product of a Schubert cycle by a special Schubert cycle in the Schubert calculus, or the product of a Schur polynomial by a complete symmetric function.In terms of Schur functions sλ indexed by partitions λ, it states thatwhere hr is a complete homogeneous symmetric polynomial and the sum is over all partitions λ obtained from μ by adding r elements, no two in the same column.Pieri's formula implies Giambelli's formula.".
- Pieri's_formula label "Pieri's formula".
- Pieri's_formula sameAs m.05q6sjv.
- Pieri's_formula sameAs Q7191884.
- Pieri's_formula sameAs Q7191884.
- Pieri's_formula sameAs Pieri's_formula.
- Pieri's_formula wasDerivedFrom Pieri's_formula?oldid=447347126.
- Pieri's_formula isPrimaryTopicOf Pieri's_formula.