Controllability of Impulsive Neutral Fractional Stochastic Systems

The study of dynamic systems appears in various aspects dynamical structures such as decomposition, decoupling, observability, and controllability. In the present research, we controllability fractional stochastic (FSF) examine Poisson jumps finite dimensional space where impulsive neutral system is controllable. Sufficient conditions are demonstrated with aid fixed point theory. Mittag-Leffler (ML) matrix function defines Grammian (GM). relation to symmetry clear since a hermitian (since integrand its definition hermitian) this complex version symmetric matrix. fact, becomes specific scenario real Some examples provided demonstrate feasibility