Corpus ID: 42315884

Certain Expansion Formulae Involving a Basic Analogue of Fox's H-Function

@inproceedings{Purohit2008CertainEF,
  title={Certain Expansion Formulae Involving a Basic Analogue of Fox's H-Function},
  author={S. D. Purohit and R. K. Yadav and Shyam L. Kalla},
  year={2008}
}
  • S. D. Purohit, R. K. Yadav, Shyam L. Kalla
  • Published 2008
  • Mathematics
  • Certain expansion formulae for a basic analogue of the Fox’s H-function have been derived by the applications of the q-Leibniz rule for the Weyl type q-derivatives of a product of two functions. Expansion formulae involving a basic analogue of Meijer’s G-function and MacRobert’s E-function have been derived as special cases of the main results. 
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    References

    SHOWING 1-10 OF 12 REFERENCES
    Some Fractional q -Integrals and q -Derivatives
    • 234
    • PDF
    Generalized Hypergeometric Functions
    • 971
    Basic Hypergeometric Series
    • 2,563
    On fractional q-derivatives and transformations of the generalized basic hypergeometric functions
    • Purohit,
    • 2006
    Recurrence relations for the basic analogue of the H - function
    • J . Nat . Acad . Math .
    • 1990
    A basic analogue of Fox's H-function
    • Kalla,
    • 1983