Boundedness of solutions for a class of nonlinear planar systems

スポンサーリンク

概要

• 論文の詳細を見る

• We establish various new boundedness results for a class of nonlinear planar systems including some generalized Lienard equations. These results represent significant improvement and generalization of many existing ones in the literature. Our sufficient conditions are sharp in the sense that for some special but quite general cases, they coincide with the necessary conditions. Three illustrative examples are given.

• 東北大学の論文

著者

• Wu Jianhong

  Department Ofmathematics And Statistics Yorkuniversity

• Wu Jianhong

  Department Of Mathematical Sciences University Of Alberta

• Chen Yuming

  Department Of Biostatistics And Epidemiology School Of Public Health Sun Yat-sen University

• Chen Yuming

  Department Of Mathematics Wilfrid Laurier University

• Huang Lihong

  Department of Applied Mathematics, HunanUniversity

• Huang Lihong

  Department Of Applied Mathematics Hunan University

関連論文

• Improved RP-HPLC method to determine neferine in dog plasma and its application to pharmacokinetics
• Speed-accuracy trade-off in planned arm movements with delayed feedback
• Soy product and isoflavone intake and breast cancer risk defined by hormone receptor status
• Boundedness of solutions for a class of nonlinear planar systems
• Global stability of neural networks with distributed delays
• A remark on 'On stability of nonlinear continuous-time neural networks with delays'
• Prevalence, Awareness, Treatment, Control and Risk Factors of Hypertension in the Guangxi Hei Yi Zhuang and Han Populations
• ON THE BOUNDEDNESS OF SOLUTIONS OF THE GENERALIZED LIENARD SYSTEM WITHOUT THE SIGNUM CONDITION
• Projective ART for clustering data sets in high dimensional spaces
• CENTRE MANIFOLDS FOR FUNCTIONAL PARTIAL DIFFERENTIAL EQUATIONS : SMOOTHNESS AND ATTRACTIVITY

スポンサーリンク