Dynamic behaviors of almost periodic solution of discrete-time inertial neural networks with delays

A type of discrete-time inertial neural networks with delays is considered. Using the contraction mapping principal, we obtain the existence of almost periodic sequence solution for the considered system. Furthermore, several sufficient conditions are obtained for the boundness and global attractivity of almost periodic sequence solution by using difference equation analysis techniques.

Automated summary

A type of discrete-time inertial neural networks with delays has been considered, and the existence of almost periodic sequence solution has been obtained using the contraction mapping principal. Furthermore, several sufficient conditions for the boundness and global attractivity of almost periodic sequence solution have been derived by utilizing difference equation analysis techniques.