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DELAY DIFFERENTIAL EQUATIONS IN SINGLE SPECIES DYNAMICS

机译:单个种动态中的延迟微分方程

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Time delays of one type or another have been incorporated into biological models to represent resource regeneration times, maturation periods, feeding times, reaction times, etc. by many researchers. We refer to the monographs of Cushing (1977a), Gopalsamy (1992), Kuang (1993) and MacDonald (1978) for discussions of general delayed biological systems. In general, delay differential equations exhibit much more complicated dynamics than ordinary differential equations since a time delay could cause a stable equilibrium to become unstable and cause the populations to fluctuate. In this survey, we shall review various delay differential equations models arising from studying single species dynamics.
机译:一种类型或另一次或另一个的时间延迟已被纳入生物模型,以代表许多研究人员代表资源再生时间,成熟时期,喂养时间,反应时间等。我们参考了Cushing(1977A),Gopalsamy(1992),Kuang(1993)和麦克唐纳(1978年)的专着,用于讨论一般延迟生物系统。通常,由于时间延迟可能导致稳定的平衡变得不稳定并导致群体波动,延迟微分方程比常微分方程更复杂的动态。在本调查中,我们将审查从研究单一种类动态产生的各种延迟微分方程模型。

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