Generalization of Fractional Integral Equations (FIE) Associated with Mittag-Leffler Function (MLF)

Volume 20 No 3 (2022)

A. K. Thakur, S. K. Sahani, and G.Das

DOI: 10.48047/NQ.2022.20.3.NQ22967

Abstract

Established generalization of fractional integral equation associated with Mittage Leffler function on considering fractional integral and differential operators contains the Appell’s function F3 (.) as a kernel and introduced by Saigo-Maeda. On putting specific values then it will be reduced to Riemann-Liouvell’s, Erdélyi-Kober of fractional integral and differential equations. Also some results are derived by Chouhan et. al. (2014), Kabra and Nagar (2019), Ahmed (2014) and other are special case from main results.

Keywords

Established generalization of fractional integral equation associated with Mittage Leffler function

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