By introducing multiple pairs of different time-varying delays in the time-dependent birth functions, this paper proposes explores a patch structure Nicholson’s blowflies system involving distinctive delays. Without assuming the uniform positiveness of the dead rate and the boundedness of coefficients, the global stability of the considered system is established by employing some novel inequality techniques. The obtained results refine and complement some existing ones.

中文翻译：

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补丁结构的稳定性Nicholson的蝇blow系统具有明显的延迟

通过在与时间相关的生育函数中引入多对不同的时变延迟，本文提出了探索具有独特延迟的尼科尔森飞蝇系统的斑块结构。在不假设空载率和系数有界为一致的情况下，通过采用一些新的不等式技术可以建立所考虑系统的全局稳定性。获得的结果完善和补充了一些现有的结果。