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Periodic solution of a higher dimensional ecological system
Xia Y.1; Wang H.3; Ian Kou K.2; Hu Z.4
2016
Source PublicationJournal of Applied Analysis and Computation
ISSN21585644 2156907X
Volume6Issue:3Pages:893-906
AbstractThe main purpose of this article is to study the periodicity of a Lotka-Volterra's competition system with feedback controls. Some new and interesting sufficient conditions are obtained for the global existence of positive periodic solutions. Our method is base on combining matrix’s spectral theory and inequality |x(t)|≤x(t)+∫ |ẋ(t)|dt. Some examples and their simulations show the feasibility of our main result.
KeywordAsymptotic stability Feedback controls Lyapunov function Periodic solutions
DOI10.11948/2016058
URLView the original
Language英語
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Cited Times [WOS]:2   [WOS Record]     [Related Records in WOS]
Document TypeJournal article
CollectionUniversity of Macau
Affiliation1.Huaqiao University
2.Universidade de Macau
3.Zhejiang Normal University
4.Shanghai University
Recommended Citation
GB/T 7714
Xia Y.,Wang H.,Ian Kou K.,et al. Periodic solution of a higher dimensional ecological system[J]. Journal of Applied Analysis and Computation,2016,6(3):893-906.
APA Xia Y.,Wang H.,Ian Kou K.,&Hu Z..(2016).Periodic solution of a higher dimensional ecological system.Journal of Applied Analysis and Computation,6(3),893-906.
MLA Xia Y.,et al."Periodic solution of a higher dimensional ecological system".Journal of Applied Analysis and Computation 6.3(2016):893-906.
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