Symmetry Techniques and Generating Functions for Basic Analogue of Fox's H-Function

Abstract

The objective of this paper is to establish the q-recurrence relations, q-difference equations for basic analogue of Fox's H-function and then obtain the canonical equation associated with each family of multivariable q-analogue of Fox's H-function and generating functions of families of basic analogue of Fox's H-function. A significantly large number of works on the subject of H- function gives interesting account of the theory and its applications in many different areas of mathematical analysis. A lot of research work has been recently come up on the study and development of a function that is more general.

Authors and Affiliations

Rakhi Sharma

Keywords

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  • EP ID EP221141
  • DOI -
  • Views 108
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How To Cite

Rakhi Sharma (2014). Symmetry Techniques and Generating Functions for Basic Analogue of Fox's H-Function. International journal of Emerging Trends in Science and Technology, 1(9), 1541-1554. https://europub.co.uk/articles/-A-221141