In this paper, we will extend to prove the existence of maximal solution of quadratic fractional integral equation involving the generalized Mittag-Leffler function and this maximal solution will serve as an upper bound for the solution and this solution we got with the help of approximation of the integral equation by sequence of solution converging to this.
Keywords and Phrases
Quadratic fractional integral equation, Fractional derivatives and Integrals, Approximate solution.
A.M.S. subject classiﬁcation
26A33, 31A10, 81Q05.