Patterns of Sustained Oscillations in Neural Networks with Delayed Interactions

Abstract

We study the Cohen-Grossberg-Hopfield model of neural networks with delayed interactions when the interconnection matrix has only real and purely imaginary eigenvalues. Two indices, the symmetry index and the antisymmetry index, are introduced and are used to describe the pattern of sustained oscillations caused by the delay. It is shown that the parameter… (More)

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