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Title |
Tree Lyapunov Second Method and Certain Matrix Inequalities for Some Class of Deyla-Difference System of Cellular Neural Networks |
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Author |
Mohammad kh. Abunawas, Mohammad A. Al-Rababah |
| Citation |
Vol. 10 No. 4 pp. 250-254 |
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Abstract |
In this paper, we derive a sufficient condition for asymtotic stability of the zero solution of delay- difference system of cellular neural networks in terms of certain matrix inequalities by using a discrete version of the Lyapunov second method. The result is applied to obtain new asymptotic stability codition in terms of matrix inequalities for some class of delay- difference system of cellular neural networks such as delay- difference system of cellular neural networks with multiple delays in terms of certain matrix inequalities. Our results can be well suited for computational purposes. |
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Keywords |
Asymptotic stability, Delay-difference system, Cellular neural networks, Lyapunov function, Matrix inequalities |
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