Existence and uniqueness solution of fractional order regge problem

Abstract EN

In this paper, we look into a group of fractional boundary value problem equations involving fractional derivative fractional orders ? ∈ (1,2] and ? ∈ (0, ?], ? ∈ ? + there are two boundary value criteria in this equation.

The existence and uniqueness solutions are obtained using the Banach fixed point theorem (Contraction mapping theorem) and the Schauder fixed point theorem.

based on the method of fractional integral and integral operator, our primary findings are illustrated using examples