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In this study, we introduce the topic for exponential stability criterion of delayed linear system via intermittent feedback control. Utilizing the concept of fundamental for intermittent control is designed as continuous-time controller to generate open-loop predictions of states, for foreseeing the behavior of linear system in the future over the time-varying delay defined in (2.2). The open loop trajectory would declare the set of controlinto a closed-loop feedback control. For new sufficient condition of this system obtained in forms of linear matrix inequalities (LMIs), we apply the modified Lyapunov-Krasovskii functionals (LKF) merged with Jensen’s inequality and Leibniz-Newton’s technique. Numerical example is demonstrated the usefulness of the obtained intermittent feedback control (IFC).

The state intermittent feedback control of exponential stability for linear system with mixed time-varying delays