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LONG-TIME BEHAVIOR OF POSITIVE SOLUTIONS OF A DIFFERENTIAL EQUATION WITH STATE-DEPENDENT DELAY

机译:具有国家依赖延迟的微分方程正解的长时间行为

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摘要

The long-time behavior of positive solutions of a differential equation with state-dependent delay y(t) =-c(t)y(t-τ(t,y(t))), where c is a positive coefficient, is considered. Sufficient conditions are given for the existence of positive solutions bounded from below and from above by functions of exponential type. As a consequence, criteria for the existence of positive solutions are derived and their lower bounds are given. Relationships are discussed with the existing results on the existence of positive solutions for delayed differential equations.
机译:具有状态依赖性延迟y(t)= -c(t)y(t-τ(t,y(t))的微分方程的正解的长时间行为,其中c是正系数,是经过考虑的。通过指数类型的函数,给出了从下方和从上方界定的正溶液的存在的充分条件。因此,推导出阳性溶液存在的标准,并给出它们的下界。与存在的延迟微分方程存在正解的存在关系,讨论了关系。

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