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Multiple Positive Solutions for Some Neutral Integral Equatious Modeling Infectious Disease 被引量:1

Multiple Positive Solutions for Some Neutral Integral Equatious Modeling Infectious Disease
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摘要 By using fixed point index theory of cone mapping and extension method, this paper discusses the existence of multiple positive solution of nonlinear neutral integral equatious modeling infectious disease. By using fixed point index theory of cone mapping and extension method, this paper discusses the existence of multiple positive solution of nonlinear neutral integral equatious modeling infectious disease.
出处 《Chinese Quarterly Journal of Mathematics》 CSCD 2003年第1期21-28,共8页 数学季刊(英文版)
关键词 多重正解 中立型积分方程 传染病模型 存在性 周期相关 BANACH空间 严格集压缩 neutral integral equation strict set contraction cone
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参考文献5

  • 1E Alt Dads,EZZINBI K. Almostperiodic solution for some neutral nonlinear integrat equation[J]. NonlinearAnal,1997,28(9):1479-1489.
  • 2GUO Da-jun. Nonliear Functional Analysis[M]. Jinan:Shandong Science and TechnologyPress,1985.
  • 3LEGGETT R W,WILLIAMS L R. A fixed point Theorem with application to an infectiousdisease model[J]. J Math Anal Appl,1980,76(1):91-97.
  • 4WILLIAMS L R,LEGGETT R W. Nonzero solutions of nonlinear integral equationsmodeling infectious[J]. SIAM Math Anal,1982,13(1):112-121.
  • 5GUO Da-jun. Positive solution of nonlinear integeral equations arising ininfectious diseases[J]. J Math Anal Appl,1988,134(1):1-8.

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