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高维非线性积分系统的定性分析

Qualitative Analysis of High-dimensional Nonlinear Integral Equations
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摘要 应用不动点定理来研究非线性积分方程x(t)=f(t,x(t),∫t0u(t,s,x(s)));t≥0在满足一定的条件下解的存在和解的全局吸引问题. In this paper, the existence of solution and the global attractivity of solutions of the nonlinear integral equations x(t) =f(t,x(t), ∫0^tu(t,s ,x(s)) ) ;t ≥ 0 was introduced by using fix point theorem.
出处 《海南师范大学学报(自然科学版)》 CAS 2009年第1期17-20,31,共5页 Journal of Hainan Normal University(Natural Science)
关键词 非线性积分方程组 不动点定理 全局吸引 Nonlinear integral equations Fix point theorem Global attractivity
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参考文献8

  • 1Bancs J,,Rzepka B.On existence and asymptotic stabilityof solutions of a nonlinear integral equation[].Journal of Mathematical Analysis and Applications.2003
  • 2Abdou M A.On the solution of linear and nonlinear inte-gral equation[].Applied Mathematics and Computation.2003
  • 3Argyros,I. K.Quadratic equation and applications to Chandrasekhar’s and related equations[].Bulletin of Australlian Mathematical Society.1985
  • 4Deimling,K. Nonlinear Functional Analysis . 1985
  • 5Donal O Regan.Existence Results for Nonlinear Integral Equations[].Journal of Mathematical Analysis and Applications.1995
  • 6C. Corduneanu.Integral Equations and Applications[]..1990
  • 7J. Bans,K. Goebbels.Measures of Noncompactness in Banach Spaces[]..1980
  • 8Bana?,J.Measure of Noncompactness in the Space of Continuous Tempered Functions[].Demonstratio Mathematica.1981

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