Exponential stability for impulsive bidirectional associative memory neural networks with continuously distributed delays

This paper considers the global exponential stability and exponential convergence rate of impulsive BAM neutral networks with continuously distributed delays in which the state variables on the impulses are related to the unbounded distributed delays. By establishing a new impulsive delay differential inequality, a new criterion concerning global exponential stability for these networks is derived, which generalize and improve the previously known results.