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细胞周期的确定性模型。

A deterministic model of the cell cycle.

作者信息

Grasman J

机构信息

Department of Mathematics, State University of Utrecht, The Netherlands.

出版信息

Bull Math Biol. 1990;52(4):535-47. doi: 10.1007/BF02462266.

Abstract

The variability of the duration of the cell cycle is explained by the phenomenon of sensitive dependence upon initial conditions; as may occur in deterministic non-linear systems. Chaotic dynamics of a system is the result of this sensitive dependence. First a deterministic system is formulated that is equivalent to the Smith-Martin transition probability model of the cell cycle. Next the model is extended to a dynamic process that ranges over the cell generations. A deterministic non-linear relationship between the cycle time of the mother and daughter cell is established. It clarifies the variability of mother-daughter correlation for the different cell types. The model is fitted to two different cell cultures; it shows that the graph of the non-linear relation has the same shape for different cell types.

摘要

细胞周期持续时间的变异性可由对初始条件的敏感依赖性现象来解释;这在确定性非线性系统中可能会出现。系统的混沌动力学就是这种敏感依赖性的结果。首先构建一个与细胞周期的史密斯 - 马丁转移概率模型等效的确定性系统。接下来将该模型扩展到涵盖细胞世代的动态过程。建立了母细胞和子细胞周期时间之间的确定性非线性关系。这阐明了不同细胞类型的母女相关性的变异性。该模型适用于两种不同的细胞培养物;结果表明,对于不同细胞类型,非线性关系的图形具有相同的形状。

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