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- Horn_function abstract "In the theory of special functions in mathematics, the Horn functions (named for Jakob Horn) are the 34 distinct convergent hypergeometric series of order two (i.e. having two independent variables), enumerated by Horn (1931) (corrected by Borngässer (1933)). They are listed in (Erdélyi 1953, section 5.7.1). B. C. Carlson revealed a problem with the Horn function classification scheme.".
- Horn_function wikiPageExternalLink Vol2.pdf.
- Horn_function wikiPageExternalLink ?IDDOC=364781.
- Horn_function wikiPageExternalLink GDZPPN002278006.
- Horn_function wikiPageID "2522311".
- Horn_function wikiPageRevisionID "606314321".
- Horn_function hasPhotoCollection Horn_function.
- Horn_function subject Category:Hypergeometric_functions.
- Horn_function type Abstraction100002137.
- Horn_function type Function113783816.
- Horn_function type HypergeometricFunctions.
- Horn_function type MathematicalRelation113783581.
- Horn_function type Relation100031921.
- Horn_function comment "In the theory of special functions in mathematics, the Horn functions (named for Jakob Horn) are the 34 distinct convergent hypergeometric series of order two (i.e. having two independent variables), enumerated by Horn (1931) (corrected by Borngässer (1933)). They are listed in (Erdélyi 1953, section 5.7.1). B. C. Carlson revealed a problem with the Horn function classification scheme.".
- Horn_function label "Horn function".
- Horn_function sameAs m.07kq7p.
- Horn_function sameAs Q17027577.
- Horn_function sameAs Q17027577.
- Horn_function sameAs Horn_function.
- Horn_function wasDerivedFrom Horn_function?oldid=606314321.
- Horn_function isPrimaryTopicOf Horn_function.