Existence–Uniqueness and Wright Stability Results of the Riemann–Liouville Fractional Equations by Random Controllers in MB-Spaces

We apply the random controllers to stabilize pseudo Riemann–Liouville fractional equations in MB-spaces and investigate existence uniqueness of their solutions. Next, we compute optimum error estimate. The mentioned process i.e., stabilization by a control function finding an approximation for functional equation is called HUR stability. use fixed point technique derived from alternative theorem (FPT) stability MB-spaces. As application, introduce class Wright existence–uniqueness these