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Quantitative flux coupling analysis

机译:定量通量耦合分析

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Flux coupling analysis (FCA) aims to describe the functional dependencies among reactions in a metabolic network. Currently studied coupling relations are qualitative in the sense that they identify pairs of reactions for which the activity of one reaction necessitates the activity of the other one, but without giving any numerical bounds relating the possible activity rates. The potential applications of FCA are heavily investigated, however apart from some trivial cases there is no clue of what bottleneck in the metabolic network causes each dependency. In this article, we introduce a quantitative approach to the same flux coupling problem named quantitative flux coupling analysis (QFCA). It generalizes the current concepts as we show that all the qualitative information provided by FCA is readily available in the quantitative flux coupling equations of QFCA, without the need for any additional analysis. Moreover, we design a simple algorithm to efficiently identify these flux coupling equations which scales up to the genome-scale metabolic networks with thousands of reactions and metabolites in an effective way. Furthermore, this framework enables us to quantify the "strength" of the flux coupling relations. We also provide different biologically meaningful interpretations, including one which gives an intuitive certificate of precisely which metabolites in the network enforce each flux coupling relation. Eventually, we conclude by suggesting the probable application of QFCA to the metabolic gap-filling problem, which we only begin to address here and is left for future research to further investigate.
机译:通量耦合分析(FCA)旨在描述代谢网络中的反应之间的功能依赖性。目前研究的耦合关系是定性的,即它们识别一种反应的活性对需要对方的活动的反应成对,但不给出任何有关可能的活动率的任何数值界限。 FCA的潜在应用严重调查,但除了一些简单的情况之外,还没有代谢网络中的瓶颈导致每个依赖的线索。在本文中,我们引入了具有命名定量通量耦合分析(QFCA)的相同磁通耦合问题的定量方法。它概括了当前概念,因为我们表明FCA提供的所有定性信息都在QFCA的定量通量耦合方程中容易获得,而无需任何额外的分析。此外,我们设计了一种简单的算法,可以有效地识别这些磁通耦合方程,其以有效的方式为数以千计的反应和代谢物缩放到基因组级代谢网络。此外,该框架使我们能够量化磁通耦合关系的“力量”。我们还提供不同的生物学上有意义的解释,其中包括一个直观证明,正是网络中的哪些代谢物强制执行每个磁通耦合关系。最终,我们通过表明QFCA对代谢差距填充问题的可能应用,我们只开始在此处寻址,并留下了未来的研究进一步调查。

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