Abstract
In this paper, we are concerned with the anti-synchronization of master–slave neural networks with time delays. By dividing the whole anti-synchronization process into two procedures: the absolute value of error state ei(t) flowing from the initial state to 1, then from 1 to 0, i=1,…,n, it gets a new viewpoint and a clear illustration on how controller works to the systems. And combining the Ho¨lder inequality and other techniques, rigorous analysis gives that, each component of error state e(t) (t ≥ 0) would flow to 1 in finite time, and continue to flow to 0 in fixed time. A numerical example is presented to illustrate the efficiency and effectiveness of our obtained results.
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