Approximate controllability of damped impulsive fractional stochastic differential systems driven by Lévy process

This paper studies a new class of damped fractional stochastic differential systems driven by Lévy process with impulsive effects. By employing the [Formula: see text]-regularized family along with the fixed point technique, we studied the outcomes of approximate controllability for the proposed system by using the new type of control function. Finally, an example is provided to expound our theoretical conclusions.