Truncated bilateral hypergeometric summation theorems motivated by the work of Verma

M. I. Qureshi; Kaleem A. Quraishi

M. I. Qureshi 1Department of Applied Sciences and Humanities, Faculty of Engineering and Technology, Jamia Millia Islamia(A Central University), New Delhi-110025(In

Kaleem A. Quraishi 2Mathematics Section, Mewat Engineering College (Waqf), Palla, Nuh, Mewat, Haryana-122107(India)

Volume 4, Issue 1 Pages 85-94 June 30, 2015 242 downloads

Article overview

Abstract

In this paper some results on truncated bilateral hypergeometric series of positive unit argument are obtained by using series rearrangement technique and theory of polynomial equations, subject to certain conditions.

Keywords and Phrases

Pochhammer symbolUnilateralbilateraltruncated and non terminating series

AMS Subject Classification

33- Special Functions, Primary 33C99; Secondary 33C20

Reference information

How to Cite

M. I. Qureshi, Kaleem A. Quraishi (2015). Truncated bilateral hypergeometric summation theorems motivated by the work of Verma. Journal of Ramanujan Society of Mathematics and Mathematical Sciences, 4(1), 85-94.

Back to this issue