细胞信号传导中激酶级联通路的随机方面

T. Naka
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引用次数: 0

摘要

从各激活组分激酶的随机波动角度分析了细胞信号传导中简化的激酶级联通路。通过对底物远不饱和和酶饱和两种极端情况的近似,得到了激酶动力学的解析表达式。这些随机模型预测了在远离饱和的情况下沿级联层向下的随机波动的衰减,以及在饱和的情况下波动的累积。吉莱斯皮模拟进一步证实了这些预测。因此,激酶级联途径既可以作为随机波动衰减器,也可以作为累积器,这取决于激酶与底物的饱和水平。
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Stochastic Aspects of Kinase Cascade Pathways in Cellular Signaling
Simplified kinase cascade pathways in cellular signaling are analyzed from the viewpoint of the stochastic fluctuations of each activated constituent kinases. The analytical representations of the kinetics of the kinases are obtained by approximation for the two extreme cases of far-from-saturation with the substrate and of the saturation in enzymes. These stochastic models predict the attenuations of the stochastic fluctuations along downward in the cascade tiers for the case of far-from-saturation and the accumulations of the fluctuations for the case of the saturation. These predictions are further confirmed by the Gillespie simulations. Hence, kinase cascade pathways could work as both of the stochastic fluctuation attenuator and the accumulator, depending on the kinase saturation levels with the substrates.
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