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- Giambelli's_formula abstract "In mathematics, Giambelli's formula, named after Giovanni Giambelli, expresses Schubert classes in terms of special Schubert classes, or Schur functions in terms of complete symmetric functions.It stateswhere σλ is the Schubert class of a partition λ. Giambelli's formula is a consequence of Pieri's formula. The Porteous formula is a generalization to morphisms of vector bundles over a variety.".
- Giambelli's_formula wikiPageID "22269939".
- Giambelli's_formula wikiPageRevisionID "596377488".
- Giambelli's_formula first "Frank".
- Giambelli's_formula hasPhotoCollection Giambelli's_formula.
- Giambelli's_formula id "S/s130080".
- Giambelli's_formula last "Sottile".
- Giambelli's_formula title "Schubert calculus".
- Giambelli's_formula subject Category:Symmetric_functions.
- Giambelli's_formula type Abstraction100002137.
- Giambelli's_formula type Function113783816.
- Giambelli's_formula type MathematicalRelation113783581.
- Giambelli's_formula type Relation100031921.
- Giambelli's_formula type SymmetricFunctions.
- Giambelli's_formula comment "In mathematics, Giambelli's formula, named after Giovanni Giambelli, expresses Schubert classes in terms of special Schubert classes, or Schur functions in terms of complete symmetric functions.It stateswhere σλ is the Schubert class of a partition λ. Giambelli's formula is a consequence of Pieri's formula. The Porteous formula is a generalization to morphisms of vector bundles over a variety.".
- Giambelli's_formula label "Giambelli's formula".
- Giambelli's_formula sameAs m.05q4l68.
- Giambelli's_formula sameAs Q5557991.
- Giambelli's_formula sameAs Q5557991.
- Giambelli's_formula sameAs Giambelli's_formula.
- Giambelli's_formula wasDerivedFrom Giambelli's_formula?oldid=596377488.
- Giambelli's_formula isPrimaryTopicOf Giambelli's_formula.