An Amazing Result Involving Contiguous Relation : A Comutational Approach
gauss second summation theorem, recurrence relation, prudnikov
Abstract
The main aim of the present paper is to evaluate an amazing summation formula involving recurrence relation of Gamma function and contiguous relation.
Downloads
How to Cite
References
L Andrews (1992) Special Function of Mathematics for Engineers,second Edition.
Asish Arora, Singh, Salahuddin Rahul (2008) Development of a family of summation formulae of half argument using Gauss and Bailey theorems. 7, 335-342.
Richard Beals, Roderick Wong (2010) Special Functions.
Yudell Luke (1975) ELEMENTARY FUNCTIONS. 36-76.
A Prudnikov, Yu Brychkov, O Marichev (1986) More Special Functions. 3.
Earl Rainville (1945) The contiguous function relations for _{}_{} with application to Batemean's _{}^{,} and Rice's _{}(,,). 51(10), 714-723.
Salahuddin, M Chaudhary, Kumar, Vinesh (2012) A summation formula of half argument collocated with contiguous relation. 1, 11-41.
S Slater (1966) Generalized Hypergeometric Functions.
Published
2014-09-04
Issue
Section
License
Copyright (c) 2014 Authors and Global Journals Private Limited
This work is licensed under a Creative Commons Attribution 4.0 International License.