Search Results - "Basic hypergeometric functions"

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  1. 1

    A Study of Basic Hypergeometric Functions, Continued Fractions and Certain q-Identities by Rizvi, Syed Siddique Mustafa

    ISBN: 9780438910614, 0438910613
    Published: ProQuest Dissertations & Theses 01.01.2015
    “… But it was not until, a hundred years later, that the subject could grow further when Heine define a basic number…”
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    Dissertation
  2. 2

    A Study in the Field of Transformation Theory of Ordinary and Basic Hypergeometric Functions by Singh, Soni

    ISBN: 0438918835, 9780438918832
    Published: ProQuest Dissertations & Theses 01.01.2012
    “…In this chapter, we give a brief background ofthe hypergeometric series and certain related functions, which from the subject ofthe present thesis…”
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    Dissertation
  3. 3

    A Study of Basic-Hypergeometric Functions and Their Applications by Maurya, Om Prakash

    ISBN: 9780355903133, 035590313X
    Published: ProQuest Dissertations & Theses 01.01.2002
    “…In this chapter, we give a brief background of the basic hypergeomelric series, and certain related functions which form the subject matter of the present thesis…”
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    Dissertation
  4. 4

    A Study of Certain Properties of Generalized Basic Hypergeometric Functions by Singh, Satish Kumar

    ISBN: 9780355903713, 0355903717
    Published: ProQuest Dissertations & Theses 01.01.2000
    “…In this chapter, we give a brief background of the basic hypergeometric series, and certain related functions which form the subject matter of the present thesis…”
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    Dissertation
  5. 5

    Some results on a fractional q-integral operator involving generalized basic hypergeometric function by Leda Galué

    ISSN: 0254-0770, 2477-9377
    Published: Universidad del Zulia 01.03.2013
    “…Ver resumen pdf…”
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    Journal Article
  6. 6

    Hypergeometric generating functions for values of Dirichlet and other L functions by Lovejoy, Jeremy, Ono, Ken

    ISSN: 0027-8424
    Published: United States 10.06.2003
    “…: The Theory and Application of Special Functions (Academic, New York); and (1992) Illinois J. Math. 36, 251-274], we revisit this old subject and provide uniform…”
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    Journal Article