Multiple periodic solutions in impulsive hybrid neural networks with delays

Multiple periodic solutions in impulsive hybrid neural networks with delays

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Article ID: iaor20112044
Volume: 217
Issue: 10
Start Page Number: 4890
End Page Number: 4899
Publication Date: Jan 2011
Journal: Applied Mathematics and Computation
Authors: ,
Keywords: impulse control
Abstract:

The existence of multiple periodic solutions and their exponential stability are investigated for impulsive hybrid Hopfield‐type neural networks with both time‐dependent and distributed delays, using the Leray–Schauder fixed point theorem and Lyapunov functionals. The criteria given are easily verifiable, possess many adjustable parameters, and depend on impulses, providing flexibility for the analysis and design of delayed neural networks with impulse effects. Examples are given.

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