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Exponential stability of a class of nonlinear difference equations in Banach spaces
Version 2 2024-06-03, 11:42Version 2 2024-06-03, 11:42
Version 1 2017-11-15, 10:29Version 1 2017-11-15, 10:29
journal contribution
posted on 2024-06-03, 11:42 authored by NS Bay, L Van Hien, Hieu TrinhHieu TrinhThe problems of global and local exponential stability analysis of a class of nonlinear non-autonomous difference equations in Banach spaces are studied in this paper. By a novel comparison technique, new explicit exponential stability conditions are derived. Numerical examples are given to illustrate the effectiveness of the obtained results.
History
Journal
Communications of the Korean Mathematical SocietyVolume
32Pagination
851-864Location
Seoul, Republic of KoreaPublisher DOI
ISSN
1225-1763eISSN
2234-3024Language
EnglishPublication classification
C Journal article, C1 Refereed article in a scholarly journalCopyright notice
2017, Korean Mathematical SocietyIssue
4Publisher
KOREAN MATHEMATICAL SOCUsage metrics
Keywords
Science & TechnologyPhysical SciencesMathematicsHalanay inequalitylocal exponential stabilitydifference equations in Banach spacesHALANAY-TYPE INEQUALITIESASYMPTOTIC-BEHAVIORSTEP DISCRETIZATIONGLOBAL STABILITYDELAY SYSTEMSSchool of Engineering010203 Calculus of Variations, Systems Theory and Control Theory010204 Dynamical Systems in Applications090602 Control Systems, Robotics and Automation970109 Expanding Knowledge in EngineeringDP1301015324901 Applied mathematics4904 Pure mathematics
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