Global exponential stability of anti-periodic solutions for neutral type CNNs with D operator

Abstract

This paper is concerned with the anti-periodic solution problem for a class of neutral type cellular neural networks with D operator. By using the Banach fixed point theorem and applying inequality techniques, some new sufficient conditions are established to ensure the existence and exponential stability of the unique anti-periodic solution for the proposed neural networks. Finally, an example with its numerical simulation is provided to show the correctness of our study.