Functions Hypergeometric

147 books
The H-functions of one and two variables, with applicationsH. M. Srivastava
⏱ 5h 6m

The H-functions of one and two variables, with applications

H. M. Srivastava

1982306 pp.
Tables of Airy functions and special confluent hypergeometric functions for asymptotic solutions of differential equations of the second orderAleksandr Dmitrievich Smirnov
⏱ 4h 20m

Tables of Airy functions and special confluent hypergeometric functions for asymptotic solutions of differential equations of the second order

Aleksandr Dmitrievich Smirnov

1960260 pp.
Tables of Whittaker functionsKeisu Kenkyujo, Tokyo
⏱ 1h 6m

Tables of Whittaker functions

Keisu Kenkyujo, Tokyo

195666 pp.
A generalized n-vector model and new properties of hypergeometric seriesAnis Ahmad Inayat-Hussain
⏱ 2h 43m

A generalized n-vector model and new properties of hypergeometric series

Anis Ahmad Inayat-Hussain

1987163 pp.
Hypergeometric functions on domains of positivity, Jack polynomials, and applicationsDonald St. P. Richards
⏱ 4h 19m

Hypergeometric functions on domains of positivity, Jack polynomials, and applications

Donald St. P. Richards

1992259 pp.
Introduction to hyperfunctionsAkira Kaneko
⏱ 7h 38m

Introduction to hyperfunctions

Akira Kaneko

1988458 pp.
Tables of abscissae and weights for the evaluation of integrals of the form [integral from zero to infinity] x[to the power of a] e[to the power of -x] f(x)dxYvain M. Treve
⏱ 34m

Tables of abscissae and weights for the evaluation of integrals of the form [integral from zero to infinity] x[to the power of a] e[to the power of -x] f(x)dx

Yvain M. Treve

196434 pp.
Table of ₂F₁ (a,b;c;z) for a = 0(1/2)7, b = 0(1/2)7, and c = 0(1/2)5.2 with comments on closed forms of ₂F₁ (a,b;c;z)K. David Steidley
⏱ 26m

Table of ₂F₁ (a,b;c;z) for a = 0(1/2)7, b = 0(1/2)7, and c = 0(1/2)5.2 with comments on closed forms of ₂F₁ (a,b;c;z)

K. David Steidley

196326 pp.
Hypergeometric functions of several matrix argumentsA. M. Mathai
⏱ 1h 41m

Hypergeometric functions of several matrix arguments

A. M. Mathai

1993101 pp.
The role of the spectrum in the cyclic behavior of composition operatorsEva A. Gallardo-Gutieŕrez
⏱ 1h 21m

The role of the spectrum in the cyclic behavior of composition operators

Eva A. Gallardo-Gutieŕrez

200481 pp.
Hypergeometric Functions, My LoveMasaaki Yoshida
⏱ 4h 52m

Hypergeometric Functions, My Love

Masaaki Yoshida

2013292 pp.
Handbook of hypergeometric integralsHarold Exton
⏱ 5h 16m

Handbook of hypergeometric integrals

Harold Exton

1978316 pp.
Tables of the hypergeometric probability distributionGerald J. Lieberman
⏱ 12h 6m

Tables of the hypergeometric probability distribution

Gerald J. Lieberman

1961726 pp.
Special functionsGeorge E. Andrews
⏱ 11h 4m

Special functions

George E. Andrews

1999664 pp.
Confluent hypergeometric functionsLucy Joan Slater
⏱ 4h 7m

Confluent hypergeometric functions

Lucy Joan Slater

1960247 pp.
Der logarithmische grenzfall der hypergeometrischen differentialgleichung n-ordnung ..August Michaelsen
⏱ 21m

Der logarithmische grenzfall der hypergeometrischen differentialgleichung n-ordnung ..

August Michaelsen

188921 pp.
Über lineare relationen zwischen hypergeometrischen integralen ..Leo Alterauge
⏱ 31m

Über lineare relationen zwischen hypergeometrischen integralen ..

Leo Alterauge

190731 pp.
Tables of the confluent hypergeometric function F(n/2, 1/2; x) and related functionsUnited States. National Bureau of Standards. Computation Laboratory.
⏱ 1h 13m

Tables of the confluent hypergeometric function F(n/2, 1/2; x) and related functions

United States. National Bureau of Standards. Computation Laboratory.

194973 pp.
Table of the confluent hypergeometric function H(m,a,x)=exp(-ix)F(m+1-ia,2m+2;2ix) and its first derivative d/dx, H(m,a,x)United States. National Bureau of Standards. Computation Laboratory

Table of the confluent hypergeometric function H(m,a,x)=exp(-ix)F(m+1-ia,2m+2;2ix) and its first derivative d/dx, H(m,a,x)

United States. National Bureau of Standards. Computation Laboratory

1941No page data
Untersuchungen über die algebraische Transformationen der hypergeometrischen FunktionenErwin Papperitz
⏱ 44m

Untersuchungen über die algebraische Transformationen der hypergeometrischen Funktionen

Erwin Papperitz

188644 pp.
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