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On robustness of phase resetting to cell division under entrainment

机译:关于夹带下细胞分裂的稳健性

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摘要

The problem of phase synchronization for a population of genetic oscillators (circadian clocks, synthetic oscillators, etc.) is considered in this paper, taking into account a cell division process and a common entrainment input in the population. The proposed analysis approach is based on the Phase Response Curve (PRC) model of an oscillator (the first order reduced model obtained for the linearized system and inputs with infinitesimal amplitude). The occurrence of cell division introduces state resetting in the model, placing it in the class of hybrid systems. It is shown that without common entraining input in all oscillators, the cell division acts as a disturbance causing phase drift, while the presence of entrainment guarantees boundedness of synchronization phase errors in the population. The performance of the obtained solutions is demonstrated via computer experiments for two different models of circadian/genetic oscillators (Neurospora's circadian oscillation model and the repressilator). (C) 2015 Elsevier Ltd. All rights reserved.
机译:本文考虑了细胞划分过程和群体中的常见夹带输入,考虑了遗传振荡器(昼夜节日,合成振荡器等)的相位同步的问题。所提出的分析方法基于振荡器的阶段响应曲线(PRC)模型(对于线性化系统获得的第一阶阶数,并具有无穷大的幅度的输入)。细胞分割的发生在模型中引入了状态重置,将其放在混合系统类中。结果表明,在所有振荡器中没有共同的录制输入,细胞分裂充当扰动导致相位漂移,而夹带的存在保证了人群中同步相位误差的界限。通过计算机实验证明所得溶液的性能,用于两种不同模型的昼夜节律/遗传振荡器(Neurospora的昼夜振荡模型和抑郁症)。 (c)2015 Elsevier Ltd.保留所有权利。

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