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book: Gauss Hypergeometric Function
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Gauss Hypergeometric Function

Special Matrix Functions, q-Special Functions
  • Ravi Dwivedi
Language: English
Published/Copyright: 2025
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About this book

This book presents a novel journey of the Gauss hypergeometric function and contains the different versions of the Gaussian hypergeometric function, including its classical version. In particular, the $q$-Gauss or basic Gauss hypergeometric function, Gauss hypergeometric function with matrix arguments, Gauss hypergeometric function with matrix parameters, the matrix-valued Gauss hypergeometric function, the finite field version, the extended Gauss hypergeometric function, the $(p, q)$- Gauss hypergeometric function, the incomplete Gauss hypergeometric function and the discrete analogue of Gauss hypergeometric function.
All these forms of the Gauss hypergeometric function and their properties are presented in such a way that the reader can understand the working algorithm and apply the same for other special functions. This book is useful for UG and PG students, researchers and faculty members working in the field of special functions and related areas.

  • The unique book containin various forms of Gauss hypergeometric function.
  • Combination of various forms of special functions.
  • Represents the analysis of distinct forms of special functions
  • Author / Editor information

    Dr. Ravi Dwivedi is a professor at the Govt. Naveen College, India. He got his Ph.D from the University of Lucknow, Lucknow and his current research interest include Lie Algebra, Matrix Theory and Special Functions. He has been awarded by the Junior and Senior Research Fellowships and he is also a member of Indian Science Congress Association.


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    Publishing information
    Pages and Images/Illustrations in book
    eBook published on:
    December 2, 2024
    eBook ISBN:
    9783111324586
    Hardcover published on:
    December 2, 2024
    Hardcover ISBN:
    9783111321455
    Pages and Images/Illustrations in book
    Front matter:
    16
    Main content:
    362
    Illustrations:
    0
    Tables:
    10
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