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On the global attractor of delay differential equationswith unimodal feedback not satisfying the negativeSchwarzian derivative condition

机译:在延迟微分方程的全局吸引子上,不符合负面的施瓦序衍生条件

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We study the size of the global attractor for a delay differential equation withunimodal feedback. We are interested in extending and complementing a dichotomyresult by Liz and R?st, which assumed that the Schwarzian derivative of the nonlinearfeedback is negative in a certain interval. Using recent stability results for differenceequations, we obtain a stability dichotomy for the original delay differential equationin the situation wherein the Schwarzian derivative of the nonlinear term may changesign. We illustrate the applicability of our results with several examples..
机译:我们研究了延迟微分方程的全局吸引子的大小。我们有兴趣通过Liz和R?ST延伸和补充DichotomyResult,这假设非线性融合的施瓦氏衍生物在一定间隔中是负的。使用最近的稳定性结果的差异,我们获得了原始延迟微分方程的稳定性二分法,其中非线性术语的施瓦齐衍生物可以是变化的情况。我们用几个例子说明了我们结果的适用性..

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