“Kampé de Fériet function”的意思、由来-开放百科全书

词条

Kampé de Fériet function

释义

Applications
References
External links

In mathematics, the Kampé de Fériet function is a two-variable generalization of the generalized hypergeometric series, introduced by Joseph Kampé de Fériet.

The Kampé de Fériet function is given by

Applications

The general sextic equation can be solved in terms of Kampé de Fériet functions.^[1]

References

1. ^Mathworld - Sextic Equation

{{Citation | last1=Exton | first1=Harold | authorlink=Harold Exton | title=Handbook of hypergeometric integrals | url=https://books.google.com/books?id=fUHvAAAAMAAJ | publisher=Ellis Horwood Ltd. | location=Chichester | series=Mathematics and its Applications | isbn=978-0-85312-122-0 | mr=0474684 | year=1978}}
{{Citation | last1=Kampé de Fériet | first1=M. J. | title=La fonction hypergéométrique. | url=https://books.google.com/books?id=JObuAAAAMAAJ | publisher=Paris: Gauthier-Villars | language=French | series=Mémorial des sciences mathématiques | jfm=63.0996.03 | year=1937 | volume=85}}
{{ cite journal

|first1=F. J.
|last1=Ragab
|title = Expansions of Kampe de Feriet's double hypergeometric function of higher order
|year=1963
|issue=212
|pages=113–119
|doi=10.1515/crll.1963.212.113
|journal=J. reine angew. Math.
}}

External links

{{MathWorld |title=Kampé de Fériet function |id=KampedeFerietFunction}}

1 : Hypergeometric functions

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