Stabilization by the discrete observations feedback control and intermittent control

Abstract

The stabilization of (partial) differential equations by (stochastic) feedback control based on discrete-time state observations and intermittent control is considered in this paper. It is the first time to obtain the stabilization of differential equations with nonlocal delays based on discrete-time state observations and obtain the uniform bound for nonlinear differential equations. Some examples are given to illustrate our results.