Browsing by Author "Aouiti C."
Now showing items 1-5 of 5
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Dissipativity Analysis of a Class of Competitive Neural Networks with Proportional Delays
Aouiti C.; Cherif F.; Touati F. ( Springer Verlag , 2019 , Conference Paper)This paper dealt with the dissipativity problem for a class of competitive neural networks with proportional delays. Based on Lyapunov functionals approach, new sufficient conditions are derived to ensuring the strictly ... -
Global dissipativity of fuzzy bidirectional associative memory neural networks with proportional delays
Aouiti C.; Sakthivel R.; Touati F. ( University of Sistan and Baluchestan , 2021 , Article)This article aimed to investigate the problem of global dissipativity of Fuzzy Bidirectional Associative Memory Neural Networks (FBAMNNs- for short) with proportional delays. Via Lyapunov Functionals (LFs- for short) and ... -
Global dissipativity of fuzzy cellular neural networks with inertial term and proportional delays
Aouiti C.; Sakthivel R.; Touati F. ( Taylor and Francis Ltd. , 2020 , Article)This paper is concerned with the global dissipativity of fuzzy cellular neural networks with inertial term and proportional delays. Based on Lyapunov functionals and linear matrix inequality approach, new sufficient ... -
Global dissipativity of high-order Hopfield bidirectional associative memory neural networks with mixed delays
Aouiti C.; Sakthivel R.; Touati F. ( Springer , 2020 , Article)In this paper, the problem of the global dissipativity of high-order Hopfield bidirectional associative memory neural networks with time-varying coefficients and distributed delays is discussed. By using Lyapunov?Krasovskii ... -
Stability and global dissipativity for neutral-type fuzzy genetic regulatory networks with mixed delays
Aouiti C.; Touati F. ( Springer Science and Business Media Deutschland GmbH , 2021 , Article)In this article, the stability and global dissipativity for neutral-type fuzzy genetic regulatory networks (FGRNs) with mixed time delays are investigated. By using Lyapunov functional method and linear matrix inequalities ...