Kober fractional q-integral operator of the basic analogue of the H-function

Abstract

This paper deals with the derivation of the Kober fractional q-integral operator of the basic analogue of the H-function defined by Saxena, Modi and Kalla [Rev. Téc. Ing., Univ. Zulia. 6(1983), 139-143]. Several interesting results involving Gq(.);Eq(.); the basic elementary functions and the basic Bessel functions such as Jv(x; q); Yv(x; q); Kv(x; q); Hv(x; q), are deduced as the special cases of the main results.

Keywords

• operador q-integral fraccional kober
• integración básica
• análoga básica de la función h de fox
• funciones de bessel básicas