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We present some new global stability results of neural networks with delay and show that these results generalize recently published stability results. In particular, several different stability conditions in the literature whichwere proved using different Lyapunov functionals are generalized and unified by proving them using the same Lyapunov functional. We also show that under certain conditions, reversing the directions of the coupling between neurons preserves the global asymptotical stability of the neural network.
By: Ying Sue Huang, Chai Wah Wu
Published in: IEEE Transactions on Circuits and Systems. Part II: Analog and Digital Signal Processing, volume 52, (no 4), pages 181-4 in 2005
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