Abstract
This paper studies the problem of fixed-time synchronization in stochastic complex networks. Through the intermittent control strategy, a new controller is designed, so that the system is not affected by the initial value and achieves synchronization at a fixed-time. The controller avoids the influence brought by the sign function and also suitable for directed networks. Establish sufficient conditions for Lyapunov function to derive synchronization. Finally, a simulation example verifies the effectiveness of the proposed method and compares it with the finite-time synchronization.
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