Kampé de Fériet function [SEP] named after
Kampé de Fériet function
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.
two variables
- Humbert series 7 hypergeometric functions of 2 variables
- Hypergeometric distribution, a discrete probability distribution
- Hypergeometric function of a matrix argument, the multivariate generalization of the hypergeometric series
- Kampé de Fériet function, hypergeometric series of two variables
- Lauricella hypergeometric series, hypergeometric series of three variables
- MacRobert E-function, an extension of the generalized hypergeometric series F to the case "p""q"+1.
- Meijer G-function, an extension of the generalized hypergeometric series F to the case "