Abstract
This article deals with the finite time stabilization (FTSB) and fixed time stabilization (FXTSB) problems for a high-order class of bidirectional associative memories neural networks (NNs) with time varying delay. Compared with the previous studies, some new kinds of controllers are designed to stabilize in finite time and fixed time the considered NNs. Based on finite time and fixed time stability theory, we derive new sufficient conditions which ensure the FTSB and the FXTSB. Meanwhile, the gains of the controllers proposed could be constructed by solving linear matrix inequalities. Then, the settling time for the FXTSB is estimated and a high-precision of these time is obtained. Finally, two numerical examples with graphical illustrations are given to appear the effectiveness of our theoretical main results.
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