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Hypergeometric functions
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Words: 938
Articles: 17
Hypergeometric functions are a class of special functions that generalize many series and functions in mathematics, primarily arising in the context of solving differential equations, combinatorics, and mathematical physics.
Table of contents
938
17
Appell series
Hypergeometric functions
67
Bilateral hypergeometric series
Hypergeometric functions
26
Dougall's formula
Hypergeometric functions
45
Elliptic hypergeometric series
Hypergeometric functions
53
Frobenius solution to the hypergeometric equation
Hypergeometric functions
26
General hypergeometric function
Hypergeometric functions
24
Horn function
Hypergeometric functions
74
Humbert series
Hypergeometric functions
80
Hypergeometric function of a matrix argument
Hypergeometric functions
48
Kampé de Fériet function
Hypergeometric functions
51
Lauricella hypergeometric series
Hypergeometric functions
53
Legendre function
Hypergeometric functions
67
List of hypergeometric identities
Hypergeometric functions
25
MacRobert E function
Hypergeometric functions
85
Meijer G-function
Hypergeometric functions
42
Riemann's differential equation
Hypergeometric functions
69
Schwarz's list
Hypergeometric functions
74
Ancestors
(5)
Special functions
Combinatorics
Fields of mathematics
Mathematics
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