Finite-Time Synchronization and Identification of Markovian Switching Delayed Networks with Multiple Weights
Qian Xie, Duo Guo, Tong Wang, Xiaoping Yang, Xinghua Liu · 2020
In this paper, the finite-time synchronization and identification problem is investigated for Markovian switching delayed networks with multiple weighs, where the effects of nonlinear coupling and stochastic disturbances on the networks are considered. In the process of finite-time synchronization, the stability of the networks will be affected by a large number of controlled nodes, and then an effective control method is necessary to design and adopt. Under this control strategy, the finite-time synchronization of the networks is realized, and at the same time, the unknown parameter vector of the networks can also be identified in a finite time. Finally, a representative numerical simulation is provided to further prove the feasibility and applicability of the research content.