GENERALIZED FRACTIONAL DIFFERINTEGRAL OPERATORS OF THE K-SERIES

Rajeev Kumar Gupta, Bhupender Singh Shaktawat, Dinesh Kumar
2017 Honam Mathematical Journal  
In the present paper, we further study the generalized fractional differintegral (integral and differential) operators involving Appell's function F3 introduced by Saigo-Maeda [9], and are applied to the K-Series defined by Gehlot and Ram [3]. On account of the general nature of our main results, a large number of results obtained earlier by several authors such as Ram et al. [7], Saxena et al. [14], Saxena and Saigo [15] and many more follow as special cases.
doi:10.5831/hmj.2017.39.1.61 fatcat:jowrxtbryzc23bquvysvzvungi