Double Series Identity and Some Laurent Type Hypergeometric Generating Relations  

作　　者：Mohammad Idris QURESHI Mahvish ALI Dilshad AHAMAD 

机构地区：[1]Department of Applied Sciences and Humanitties,Faculty of Engineering and Technology,Jamia Millia Islamia(A Central University),New Delhi-110025,India

出　　处：《Journal of Mathematical Research with Applications》2020年第5期476-486,共11页数学研究及应用（英文版）

基　　金：Dr.D.S.Kothari Post Doctoral Fellowship(Award letter No.F.4-2/2006(BSR)/MA/17-18/0025)awarded to Dr.Mahvish Ali by the University Grants Commission;Government of India,New Delhi。

摘　　要：The main aim of this article is to obtain certain Laurent type hypergeometric generating relations. Using a general double series identity, Laurent type generating functions(in terms of Kampede Feriet double hypergeometric function) are derived. Some known results obtained by the method of Lie groups and Lie algebras, are also modified here as special cases.

关 键 词：generalized hypergeometric functions Laurent type generating relations double series identity 

分 类 号：O173[理学—数学]