Finite-time exponential synchronization of reaction-diffusion delayed complex-dynamical networks

This investigation looks at the issue of finite time exponential synchronization complex dynamical systems with reaaction diffusion term. This reort studies networks consisting \begin{document}$ N $\end{document} straightly and diffusively coupled networks. By building a new Lyapunov krasovskii functional (LKF), using Jensens inequality convex algorithms approach stability conditions frameworks are determined. At last, numerical precedent is given to demonstrate practicality theoretical results.