![PDF] Special values of Gauss's hypergeometric series derived from Appell's series $F_1$ with closed forms | Semantic Scholar](https://d3i71xaburhd42.cloudfront.net/8fb6395d8d17393756d1f2a5790e0d07088f9a40/11-Table3-1.png "PDF] Special values of Gauss's hypergeometric series derived from Appell's series $F_1$ with closed forms | Semantic Scholar")
PDF] Special values of Gauss's hypergeometric series derived from Appell's series $F_1$ with closed forms | Semantic Scholar
Table 4 from Special values of Gauss's hypergeometric series derived from Appell's series $F_1$ with closed forms | Semantic Scholar
Hypergeometric Function -- from Wolfram MathWorld
Confluent hypergeometric function - Wikipedia
Hypergeometric function - Wikipedia
integration - About definite integral and Gauss hypergeometric function - Mathematics Stack Exchange
Hypergeometric - an overview | ScienceDirect Topics
The computation of the confluent hypergeometric function for í µí± §í... | Download Scientific Diagram
PDF) New hypergeometric series solutions to the general Heun equation
Hypergeometric Function -- from Wolfram MathWorld
Gauss' Hypergeometric Function
Hypergeometric Function
Hypergeometric equation and its solution. (MATH) - YouTube
![PDF] Special values of Gauss's hypergeometric series derived from Appell's series $F_1$ with closed forms | Semantic Scholar](https://d3i71xaburhd42.cloudfront.net/8fb6395d8d17393756d1f2a5790e0d07088f9a40/6-Table1-1.png "PDF] Special values of Gauss's hypergeometric series derived from Appell's series $F_1$ with closed forms | Semantic Scholar")
PDF] Special values of Gauss's hypergeometric series derived from Appell's series $F_1$ with closed forms | Semantic Scholar
Confluent hypergeometric function - Wikipedia
nt.number theory - A closed formula for a sum involving hypergeometric function - MathOverflow
Table 5 from Special values of Gauss's hypergeometric series derived from Appell's series $F_1$ with closed forms | Semantic Scholar
Hypergeometric function - Wikipedia
Stirling Numbers and Hypergeometric Functions - Erber - 1959 - Journal of Mathematics and Physics - Wiley Online Library
Hypergeometric Function - YouTube
Graph of the new extension of confluent hypergeometric function for... | Download Scientific Diagram
Hypergeometric function - Wikipedia
The Hypergeometric Series (Chapter 23) - Series and Products in the Development of Mathematics
PDF) Algebraic transformations of Gauss hypergeometric functions | Raimundas Vidunas - Academia.edu
