The Marichev-Saigo-Maeda Fractional Calculus Operators Pertaining to the Generalized K-Struve Function

Abstract

In the present paper, we establish some compositions formulas for Marichev-Saigo-Maeda (MSM) fractional calculus operators with k-Struve function Sν,ckS_{\nu ,c}^k as of the kernel. The results are presented in terms of generalized k-Wright function pΨqk_p\Psi _q^k .

Keywords

• generalized k-struve function
• marichev-saigo-maeda fractional calculus operators
• generalized k-wright function
• k-pochhammer symbol
• k-gamma function
• 26a33
• 33c65
• 33c20