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- Rodrigues'_formula abstract "In mathematics, Rodrigues's formula (formerly called the Ivory–Jacobi formula) is a formula for the Legendre polynomials independently introduced by Olinde Rodrigues (1816), Sir James Ivory (1824) and Carl Gustav Jacobi (1827). The name "Rodrigues formula" was introduced by Heine in 1878, after Hermite pointed out in 1865 that Rodrigues was the first to discover it. The term is also used to describe similar formulas for other orthogonal polynomials. Askey (2005) describes the history of the Rodrigues formula in detail.".
- Rodrigues'_formula wikiPageExternalLink books?id=oTyJYUx8Jr4C&pg=PA105.
- Rodrigues'_formula wikiPageExternalLink v=onepage&q&f=false.
- Rodrigues'_formula wikiPageID "1003242".
- Rodrigues'_formula wikiPageRevisionID "589022947".
- Rodrigues'_formula authorlink "Carl Gustav Jacob Jacobi".
- Rodrigues'_formula authorlink "James Ivory".
- Rodrigues'_formula authorlink "Olinde Rodrigues".
- Rodrigues'_formula first "Carl Gustav".
- Rodrigues'_formula first "Olinde".
- Rodrigues'_formula first "Sir James".
- Rodrigues'_formula hasPhotoCollection Rodrigues'_formula.
- Rodrigues'_formula id "Rodrigues".
- Rodrigues'_formula last "Ivory".
- Rodrigues'_formula last "Jacobi".
- Rodrigues'_formula last "Rodrigues".
- Rodrigues'_formula title "Olinde Rodrigues".
- Rodrigues'_formula year "1816".
- Rodrigues'_formula year "1824".
- Rodrigues'_formula year "1827".
- Rodrigues'_formula subject Category:Orthogonal_polynomials.
- Rodrigues'_formula type Abstraction100002137.
- Rodrigues'_formula type Function113783816.
- Rodrigues'_formula type MathematicalRelation113783581.
- Rodrigues'_formula type OrthogonalPolynomials.
- Rodrigues'_formula type Polynomial105861855.
- Rodrigues'_formula type Relation100031921.
- Rodrigues'_formula comment "In mathematics, Rodrigues's formula (formerly called the Ivory–Jacobi formula) is a formula for the Legendre polynomials independently introduced by Olinde Rodrigues (1816), Sir James Ivory (1824) and Carl Gustav Jacobi (1827). The name "Rodrigues formula" was introduced by Heine in 1878, after Hermite pointed out in 1865 that Rodrigues was the first to discover it. The term is also used to describe similar formulas for other orthogonal polynomials.".
- Rodrigues'_formula label "Rodrigues' formula".
- Rodrigues'_formula label "Формула Родрига".
- Rodrigues'_formula label "ロドリゲスの公式".
- Rodrigues'_formula label "罗德里格公式".
- Rodrigues'_formula sameAs ロドリゲスの公式.
- Rodrigues'_formula sameAs m.047vmxx.
- Rodrigues'_formula sameAs Q4491933.
- Rodrigues'_formula sameAs Q4491933.
- Rodrigues'_formula sameAs Rodrigues'_formula.
- Rodrigues'_formula wasDerivedFrom Rodrigues'_formula?oldid=589022947.
- Rodrigues'_formula isPrimaryTopicOf Rodrigues'_formula.