Exponential Stability of Hybrid Stochastic Differential Systems with Uncertain Parameters

In this paper, exponential stability is investigated for a kind of hybrid differential system with impulsive, switching, uncertain parameters and time-delay. By employing switching Lyapunov function approach, Itô's formula, Schur complement lemma, and linear matrix inequality techniques, some exponential stability criteria are established. Two numerical examples show the effectiveness of the results.