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- Appell_series abstract "In mathematics, Appell series are a set of four hypergeometric series F1, F2, F3, F4 of two variables that were introduced by Paul Appell (1880) and that generalize Gauss's hypergeometric series 2F1 of one variable. Appell established the set of partial differential equations of which these functions are solutions, and found various reduction formulas and expressions of these series in terms of hypergeometric series of one variable.".
- Appell_series wikiPageExternalLink Vol1.pdf.
- Appell_series wikiPageExternalLink afficher_notice.php?id=JMPA_1882_3_8_A8_0.
- Appell_series wikiPageExternalLink item?id=ASENS_1881_2_10__305_0.
- Appell_series wikiPageID "19783560".
- Appell_series wikiPageRevisionID "632375573".
- Appell_series author "Aarts, Ronald M.".
- Appell_series authorlink "Charles Émile Picard".
- Appell_series authorlink "Giuseppe Lauricella".
- Appell_series authorlink "Paul Émile Appell".
- Appell_series first "Adri B. Olde".
- Appell_series first "Giuseppe".
- Appell_series first "Paul".
- Appell_series first "R. A.".
- Appell_series first "Émile".
- Appell_series hasPhotoCollection Appell_series.
- Appell_series id "16.13".
- Appell_series last "Appell".
- Appell_series last "Askey".
- Appell_series last "Daalhuis".
- Appell_series last "Lauricella".
- Appell_series last "Picard".
- Appell_series title "Appell Hypergeometric Function".
- Appell_series title "Lauricella Functions".
- Appell_series urlname "AppellHypergeometricFunction".
- Appell_series urlname "LauricellaFunctions".
- Appell_series year "1880".
- Appell_series year "1881".
- Appell_series year "1893".
- Appell_series subject Category:Hypergeometric_functions.
- Appell_series subject Category:Mathematical_series.
- Appell_series type Abstraction100002137.
- Appell_series type Function113783816.
- Appell_series type HypergeometricFunctions.
- Appell_series type MathematicalRelation113783581.
- Appell_series type Relation100031921.
- Appell_series comment "In mathematics, Appell series are a set of four hypergeometric series F1, F2, F3, F4 of two variables that were introduced by Paul Appell (1880) and that generalize Gauss's hypergeometric series 2F1 of one variable. Appell established the set of partial differential equations of which these functions are solutions, and found various reduction formulas and expressions of these series in terms of hypergeometric series of one variable.".
- Appell_series label "Appell series".
- Appell_series sameAs m.04q0vk9.
- Appell_series sameAs Q4780998.
- Appell_series sameAs Q4780998.
- Appell_series sameAs Appell_series.
- Appell_series wasDerivedFrom Appell_series?oldid=632375573.
- Appell_series isPrimaryTopicOf Appell_series.