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A checkpoints capturing timing-robust Boolean model of the budding yeast cell cycle regulatory network

机译:检查点捕获发芽酵母细胞周期调控网络的时序鲁棒布尔模型

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摘要

BackgroundCell cycle process of budding yeast (Saccharomyces cerevisiae) consists of four phases: G1, S, G2 and M. Initiated by stimulation of the G1 phase, cell cycle returns to the G1 stationary phase through a sequence of the S, G2 and M phases. During the cell cycle, a cell verifies whether necessary conditions are satisfied at the end of each phase (i.e., checkpoint) since damages of any phase can cause severe cell cycle defect. The cell cycle can proceed to the next phase properly only if checkpoint conditions are met. Over the last decade, there have been several studies to construct Boolean models that capture checkpoint conditions. However, they mostly focused on robustness to network perturbations, and the timing robustness has not been much addressed. Only recently, some studies suggested extension of such models towards timing-robust models, but they have not considered checkpoint conditions.
机译:背景出芽酵母(Saccharomyces cerevisiae)的细胞周期过程由四个阶段组成:G1,S,G2和M.通过刺激G1相开始,细胞周期通过一系列S,G2和M相返回到G1固定相。 。在细胞周期期间,细胞验证在每个阶段结束时是否都满足必要条件(即检查点),因为任何阶段的损坏都可能导致严重的细胞周期缺陷。仅在满足检查点条件的情况下,单元周期才能正确地进入下一阶段。在过去的十年中,进行了一些研究来构造捕获检查点条件的布尔模型。但是,他们主要关注网络扰动的鲁棒性,而定时鲁棒性还没有得到足够的重视。直到最近,一些研究才建议将此类模型扩展到时序稳健模型,但他们并未考虑检查点条件。

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