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             EN, publication_detail
EN, publication_article
EN, publication_article_article_name New delay-range-dependent exponential stability criteria for certain neutral differential equations with interval discrete and distributed time-varying delays 
EN, publication_article_accepted_date 29 November 2016 
EN, publication_article_journal
     EN, publication_article_journal_name Advances in Difference Equations 
     EN, publication_article_journal_standard ISI 
     EN, publication_article_institute springer 
     EN, publication_article_isbn  
     EN, publication_article_year 2016 
     EN, publication_article_issue 2016 
     EN, publication_article_month
     EN, publication_article_print_year 2016 
     EN, publication_article_page 18 pages 
     EN, publication_article_abstract In this research, we investigate the problem of delay-dependent exponential stability analysis for certain neutral differential equations with discrete and distributed time-varying delays. The time-varying delays are continuous functions belonging to the given interval delays, which mean that the lower and upper bounds for the time-varying delays are available. The restrictions on the derivative of interval time-varying delays are needed. Based on a class of novel augmented Lyapunov-Krasovskii functionals, a model transformation, the decomposition technique of constant coefficients, the Leibniz-Newton formula, and utilization of a zero equation, new delay-range-dependent exponential stability criteria are derived in terms of the linear matrix inequality (LMI) for the equations considered. Numerical examples suggest for the results given to illustrate the effectiveness and improvement over some existing methods. 
     EN, publication_article_keyword Model Transformation, Exponential Stability, Neutral Differential Equation, Positive Real Constant, Exponential Stability Criterion 
EN, publication_article_writer
595020026-9 Mr. WATCHARIN CHATBUPAPAN [EN, publication_article_main_writer]
Science Master's Degree

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EN, publication_article_citation EN, publication_article_citation_false 
EN, publication_article_part_of_thesis EN, publication_article_part_of_thesis_true 
EN, publication_article_part_of_graduate EN, publication_article_part_of_graduate_false 
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