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Systematic Analysis of Stability Patterns in Plant Primary Metabolism

机译:系统的植物主要代谢模式的稳定性分析

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摘要

Metabolic networks are characterized by complex interactions and regulatory mechanisms between many individual components. These interactions determine whether a steady state is stable to perturbations. Structural kinetic modeling (SKM) is a framework to analyze the stability of metabolic steady states that allows the study of the system Jacobian without requiring detailed knowledge about individual rate equations. Stability criteria can be derived by generating a large number of structural kinetic models (SK-models) with randomly sampled parameter sets and evaluating the resulting Jacobian matrices. Until now, SKM experiments applied univariate tests to detect the network components with the largest influence on stability. In this work, we present an extended SKM approach relying on supervised machine learning to detect patterns of enzyme-metabolite interactions that act together in an orchestrated manner to ensure stability. We demonstrate its application on a detailed SK-model of the Calvin-Benson cycle and connected pathways. The identified stability patterns are highly complex reflecting that changes in dynamic properties depend on concerted interactions between several network components. In total, we find more patterns that reliably ensure stability than patterns ensuring instability. This shows that the design of this system is strongly targeted towards maintaining stability. We also investigate the effect of allosteric regulators revealing that the tendency to stability is significantly increased by including experimentally determined regulatory mechanisms that have not yet been integrated into existing kinetic models.
机译:代谢网络的特征在于许多单个组件之间的复杂相互作用和调控机制。这些相互作用确定稳态是否对扰动稳定。结构动力学建模(SKM)是用于分析代谢稳态的稳定性的框架,该框架可用于研究系统Jacobian,而无需详细了解单个速率方程。可以通过生成带有随机采样参数集的大量结构动力学模型(SK模型)并评估所得的Jacobian矩阵来得出稳定性标准。到目前为止,SKM实验已使用单变量测试来检测对稳定性影响最大的网络组件。在这项工作中,我们提出了一种扩展的SKM方法,该方法依赖于受监督的机器学习来检测以协同方式共同起作用以确保稳定性的酶-代谢物相互作用的模式。我们在Calvin-Benson循环和相关路径的详细SK模型上证明了其应用。确定的稳定性模式非常复杂,反映出动态属性的变化取决于多个网络组件之间的协调交互。总体而言,我们发现比可靠的模式更多的模式可以可靠地确保稳定性。这表明该系统的设计主要针对保持稳定性。我们还研究了变构调节剂的作用,揭示了通过包括尚未整合到现有动力学模型中的实验确定的调节机制,可以显着提高稳定的趋势。

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