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Special hypergeometric functions
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Words: 894
Articles: 15
The term "special hypergeometric functions" typically refers to a family of functions that generalize the hypergeometric function, which is a solution to the hypergeometric differential equation.
Table of contents
894
15
Bessel function
Special hypergeometric functions
66
Bessel–Clifford function
Special hypergeometric functions
73
Coulomb wave function
Special hypergeometric functions
69
Cunningham function
Special hypergeometric functions
66
Error function
Special hypergeometric functions
31
Incomplete Bessel functions
Special hypergeometric functions
63
Kelvin functions
Special hypergeometric functions
62
Lentz's algorithm
Special hypergeometric functions
55
Logarithmic integral function
Special hypergeometric functions
47
Solid harmonics
Special hypergeometric functions
69
Sonine formula
Special hypergeometric functions
59
Spherical harmonics
Special hypergeometric functions
54
Table of spherical harmonics
Special hypergeometric functions
49
Toronto function
Special hypergeometric functions
56
Zonal spherical harmonics
Special hypergeometric functions
49
Ancestors
(5)
Special functions
Combinatorics
Fields of mathematics
Mathematics
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