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A note on the existence of periodic solutions in discrete predator-prey models

机译:关于离散捕食-被捕食模型中周期解的存在的一个注记

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This note investigates the existence of periodic solutions for discrete semi-ratio-dependent predator-prey models with functional response. New criteria are derived in which this system with prey-dependent (monotonic or non-monotonic) and predator-dependent functional response bounded by polynomials in R always has at least one ω-periodic solution, which improves and extends many previous results [1-5]. Some interesting numerical examples are given to illustrate our results.
机译:本说明研究了具有功能响应的离散半比率依赖捕食者-捕食者模型的周期解的存在。得出新的准则,其中具有R依赖于多项式的猎物相关(单调或非单调)和捕食者相关的功能响应的系统始终具有至少一个ω周期解,这改善并扩展了许多先前的结果[1- 5]。给出了一些有趣的数值示例来说明我们的结果。

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