Widder Stefanie, Solé Ricard, Macía Javier
Department for Computational Systems Biology, University of Vienna, Althanstr, 14, A-1090 Vienna, Austria.
BMC Syst Biol. 2012 Jan 19;6:7. doi: 10.1186/1752-0509-6-7.
Transcription networks define the core of the regulatory machinery of cellular life and are largely responsible for information processing and decision making. At the small scale, interaction motifs have been characterized based on their abundance and some seemingly general patterns have been described. In particular, the abundance of different feed-forward loop motifs in gene regulatory networks displays systematic biases towards some particular topologies, which are much more common than others. The causative process of this pattern is still matter of debate.
We analyzed the entire motif-function landscape of the feed-forward loop using the formalism developed in a previous work. We evaluated the probabilities to implement possible functions for each motif and found that the kurtosis of these distributions correlate well with the natural abundance pattern. Kurtosis is a standard measure for the peakedness of probability distributions. Furthermore, we examined the functional robustness of the motifs facing mutational pressure in silico and observed that the abundance pattern is biased by the degree of their evolvability.
The natural abundance pattern of the feed-forward loop can be reconstructed concerning its intrinsic plasticity. Intrinsic plasticity is associated to each motif in terms of its capacity of implementing a repertoire of possible functions and it is directly linked to the motif's evolvability. Since evolvability is defined as the potential phenotypic variation of the motif upon mutation, the link plausibly explains the abundance pattern.
转录网络定义了细胞生命调控机制的核心,在很大程度上负责信息处理和决策。在小尺度上,相互作用基序已根据其丰度进行了表征,并描述了一些看似普遍的模式。特别是,基因调控网络中不同前馈环基序的丰度对某些特定拓扑结构表现出系统性偏差,这些拓扑结构比其他结构更为常见。这种模式的成因仍存在争议。
我们使用先前工作中开发的形式体系分析了前馈环的整个基序 - 功能格局。我们评估了每个基序实现可能功能的概率,发现这些分布的峰度与自然丰度模式密切相关。峰度是概率分布峰值的标准度量。此外,我们在计算机模拟中研究了基序面对突变压力时的功能稳健性,并观察到丰度模式受到其可进化程度的影响。
前馈环的自然丰度模式可以根据其内在可塑性进行重建。内在可塑性与每个基序实现一系列可能功能的能力相关,并且直接与基序的可进化性相关。由于可进化性被定义为基序在突变时潜在的表型变异,这种联系合理地解释了丰度模式。