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An extended analysis on robust dissipativity of uncertain stochastic generalized neural networks with markovian jumping parameters
journal contribution
posted on 2020-01-01, 00:00 authored by U Humphries, G Rajchakit, R Sriraman, P Kaewmesri, P Chanthorn, Chee Peng LimChee Peng Lim, R SamiduraiThe main focus of this research is on a comprehensive analysis of robust dissipativity issues pertaining to a class of uncertain stochastic generalized neural network (USGNN) models in the presence of time-varying delays and Markovian jumping parameters (MJPs). In real-world environments, most practical systems are subject to uncertainties. As a result, we take the norm-bounded parameter uncertainties, as well as stochastic disturbances into consideration in our study. To address the task, we formulate the appropriate Lyapunov–Krasovskii functional (LKF), and through the use of effective integral inequalities, simplified linear matrix inequality (LMI) based sufficient conditions are derived. We validate the feasible solutions through numerical examples using MATLAB software. The simulation results are analyzed and discussed, which positively indicate the feasibility and effectiveness of the obtained theoretical findings.
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Journal
SymmetryVolume
12Issue
6Article number
1035Pagination
1 - 21Publisher
MDPILocation
Basel, SwitzerlandPublisher DOI
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eISSN
2073-8994Language
engPublication classification
C1 Refereed article in a scholarly journalUsage metrics
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neural networksstochastic disturbancerobust dissipativityMarkovian jump parametersScience & TechnologyMultidisciplinary SciencesScience & Technology - Other TopicsGLOBAL ASYMPTOTIC STABILITYTIME-VARYING DELAYSH-INFINITY CONTROLEXPONENTIAL STABILITYSTABILIZATION ANALYSISDYNAMICAL-SYSTEMSLINEAR-SYSTEMSCRITERIASUBJECT
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