Article Contents
Article Contents

Exponential stability in non-autonomous delayed equations with applications to neural networks

• We consider the skew-product semiflow induced by a family of finite-delay functional differential equations and we characterize the exponential stability of its minimal subsets. In the case of non-autonomous systems modelling delayed cellular neural networks, the existence of a global exponentially attracting solution is deduced from the uniform asymptotical stability of the null solution of an associated non-autonomous linear system.
Mathematics Subject Classification: 37B55, 37C65, 34K14, 92B20.

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