Dynamic Event-Triggering Control for Discrete Time Singular Perturbed Switched Systems

This paper is concerned with the practical control for discrete time singular perturbed switched systems via the dynamic event triggering mechanism. The quasi-time parameter matrices are introduced into the novel Lyapunov function and much freedom degree is added into the stability analysis. And then, less conservative stabilization criteria are achieved to design sampling controllers with quasi-time gains. At last, a numerical simulation example is given to illustrate the effectiveness of results.