Generalized q-difference equations for (q, c)-hypergeometric polynomials and some applications

In this paper, our investigation is motivated by the concept of ( q , c )-derivative operators introduced by Zhang (Adv Appl Math 121:102081, 2020). Then we seek and find that ( q , c )-hypergeometric polynomials involving ( q , c )-derivative operators are solutions of certain generalized q -dif...

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Bibliographic Details
Published in:	The Ramanujan journal Vol. 60; no. 4; pp. 1033 - 1067
Main Authors:	Cao, Jian, Zhou, Hong-Li, Arjika, Sama
Format:	Journal Article
Language:	English
Published:	New York Springer US 01.04.2023
Subjects:	Combinatorics Field Theory and Polynomials Fourier Analysis Functions of a Complex Variable Mathematics Mathematics and Statistics Number Theory binomial formulas 33D45 Generating function Primary 05A30 Secondary 05A40 11B65 Andrews–Askey integrals Difference equation type Hypergeometric polynomials 33D15
ISSN:	1382-4090, 1572-9303
Online Access:	Get full text
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