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- Q17027577 subject Q6456697.
- Q17027577 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.".
- Q17027577 wikiPageExternalLink Vol1.pdf.
- Q17027577 wikiPageExternalLink ?IDDOC=364781.
- Q17027577 wikiPageExternalLink GDZPPN002278006.
- Q17027577 wikiPageWikiLink Q11112890.
- Q17027577 wikiPageWikiLink Q1434658.
- Q17027577 wikiPageWikiLink Q395.
- Q17027577 wikiPageWikiLink Q6456697.
- Q17027577 wikiPageWikiLink Q867707.
- Q17027577 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.".
- Q17027577 label "Horn function".