Stability of Fractional-Order Quasi-Linear Impulsive Integro-Differential Systems with Multiple Delays

In this paper, some novel conditions for the stability results a class of fractional-order quasi-linear impulsive integro-differential systems with multiple delays is discussed. First, existence and uniqueness mild solutions considered system discussed using contraction mapping theorem. Then, Mittag–Leffler (MLS) are established by well known mathematical techniques, further, two corollaries deduced, which still gives new results. Finally, an example given to illustrate applications