竞争调控:基因调控网络的隐藏层

Xiaowo Wang
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引用次数: 0

摘要

定量理解生物调控对于研究自然生物系统和构建合成系统至关重要。目前对基因调控的研究都是在假设基因调控作用于单一或少数靶点的情况下建立模型。然而,许多调控因子实际上是在多个结合亲和力不同的靶物种之间共享的,靶分子往往以不同的拷贝数存在。如果调控因子相对于目标分子池没有过量,则目标分子可以通过竞争有限的共享调控因子池而相互串扰。新出现的例子表明,这种竞争效应在生物系统中广泛存在,包括转录因子结合、核糖体分配、microRNA调节、蛋白质降解等。我们提出了一个数学模型来描述这些不同竞争调控系统的共同特性,并实现了合成基因电路来了解人类细胞中microrna靶竞争效应的定量行为(1,2)。我们的工作和最近的几篇论文表明,分子竞争效应可以耦合靶分子的表达水平(3),引入调节剂量-响应曲线的超敏感性(1,4),控制基因表达的时间动态(5),过滤高频噪声,影响合成基因电路的稳定性(6)。系统研究竞争调控对合成生物系统的精确控制至关重要。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Regulation by competing: A hidden layer of gene regulatory networks
Quantitative understanding of biological regulation is essential for studying natural biosystems and for constructing synthetic systems. Current studies on gene regulation are used to build models under the assumption that gene regulators acting on a single or few targets. However, many regulators are actually shared between multiple target species with varying binding affinities, and target molecules often exist at different copy number. If the regulator is not in excess relative to target molecule pool, targets could cross talk with each other by competing for a limited pool of sharing regulators. Emerging examples suggest that such competing effects are wide spread in biosystems, including transcription factor binding, ribosome allocation, microRNA regulation, protein degradation, etc. We proposed a mathematical model to describe the common properties of these diverse competing regulatory systems, and implemented synthetic gene circuits to understand the quantitative behaviors of microRNA-target competing effects in human cell (1,2). Our work and several resent papers demonstrate that, molecular competing effects can couple the expression level of target molecules (3), introduce ultra-sensitivity to regulation dose-response curve (1,4), control temporal dynamics of gene expression (5), filter high frequency noises, and influence the stability of synthetic gene circuits (6). Systematic study of competitive regulation is essential for the precise control of synthetic biological systems.
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