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In the present paper, we establish two theorems exhibiting images of the product of Aleph $$(\aleph )$$(ℵ)-function and Srivastava’s polynomials (J Math 14:1–6, 1972) in Saigo operators (Math Rep Kyushu… Click to show full abstract
In the present paper, we establish two theorems exhibiting images of the product of Aleph $$(\aleph )$$(ℵ)-function and Srivastava’s polynomials (J Math 14:1–6, 1972) in Saigo operators (Math Rep Kyushu Univ 11:135–143, 1978). Being of general and unified in nature, the results established here yield a large number of new and known images involving Riemann–Liouville and Erd’elyi–Kober fractional integral operators and several special functions as special cases. To illustrate, four corollaries have been recorded here.
Journal Title: International Journal of Applied and Computational Mathematics
Year Published: 2017
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