Certain Fractional Derivative Formulae Involving the Product of a General Class of Polynomials and the Multivariable Gimel-Function

Frederic Ayant

Authors

Frederic Ayant

multivariable gimel-function, riemann-liouville and erdélyi-kober fractional operators, general class of polynomials, fractional derivative formulae,

Abstract

Abstract not found

Downloads

How to Cite

Certain Fractional Derivative Formulae Involving the Product of a General Class of Polynomials and the Multivariable Gimel-Function. (2018). Global Journal of Science Frontier Research, 18(F6), 1-13. https://www.journalofscience.org/index.php/GJSFR/article/view/2316

Download Citation

References

Frédéric Ayant (2016) An integral associated with Aleph-functions of several variables. 31(3), 142-154.

F Ayant (2018) An expansion formula for multivariable Gimel-function involving generalized Legendre Associated function. 56(4), 223-228.

B Braaksma (1962) Asymptotic Expansions. 15, 179-233.

K Gupta, R Soni (2002) A study of H-functions of one and several variables. 1, 89-94.

K Miller, B Ross (1993) Introduction to Fractional Calculus. 1-17.

K Oldham, J Spanier (1974) The fractional calculus.

M Saigo (1978) A remark on integral operators involving the Gauss hypergeometric functions. 11, 135-143.

Jagdish Prasad, Bhoopendra Verma (1986) Zooplankton Diversity in Didwana Lake: A Saline Lake in Rajasthan. 29(Of), 231-237.

J Prathima, V Nambisan, S Kurumujji (2014) A Study of I-function of Several Complex Variables. 1-12.

M Saigo, R Raina (1988) Fractional calculus operators associated with a general class of polynomials. 18, 15-22.

M Saigo, R Raina (1993) Fractional calculus operators associated with the H-function of several variables: Analysis, Geometry and Groups. 527-538.

R Soni, Deepika Singh (2002) Certain fractional derivative formulae involving the product of a general class of polynomials and the multivariableH-function. 112(4), 551-562.

H Srivastava (1972) A class of integral equations involving the H function as kernel. 75(3), 212-220.

H Srivastava, K Gupta, S Goyal (1982) The H-function of one and two variables with applications.

H Srivastava, Rekha Panda (1975) Some analytic or asymptotic confluent expansions for functions of several variables. 29(132), 1115-1128.

H Srivastava, R Panda (1976) Expansion theorems for the H function of several complex variables.. 1976(288), 129-145.

H Srivastava, N Singh (1983) The integration of certain products of the multivariableH-function with a general class of polynomials. 32(2), 157-187.