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Model Identification in Presence of Incomplete Information by Generalized Principal Component Analysis: Application to the Common and Differential Responses of Escherichia coli to Multiple Pulse Perturbations in Continuous, High-Biomass Density Culture

机译:广义主成分分析在不完全信息存在下的模型识别:在连续,高生物量密度培养中大肠杆菌对多次脉冲摄动的共同和差异反应中的应用

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In a previous report we described a multivariate approach to discriminate between the different response mechanisms operating in Escherichia coli when a steady, continuous culture of these bacteria was perturbed by a glycerol pulse (Guebel et al., 2009, Biotechnol Bioeng 102: 910-922). Herein, we present a procedure to extend this analysis when multiple, spaced pulse perturbations (glycerol, fumarate, acetate, crotonobetaine, hypersaline plus high-glycerol basal medium and crotonobetaine plus hypersaline basal medium) are being assessed. The proposed method allows us to identify not only the common responses among different perturbation conditions, but to recognize the specific response for a given stimulus even when the dynamics of the perturbation is unknown. Components common to all conditions are determined first by Generalized Principal Components Analysis (GPCA) upon a set of covariance matrices. A metrics is then built to quantify the similitude distance. This is based on the degree of variance extraction achieved for each variable along the GPCA deflation processes by the common factors. This permits a cluster analysis, which recognizes several compact sub-sets containing only the most closely related responsive groups. The GPCA is then run again but is restricted to the groups in each subset. Finally, after the data have been exhaustively deflated by the common sub-set factors, the resulting residual matrices are used to determine the specific response factors by classical principal component analysis (PCA). The proposed method was validated by comparing its predictions with those obtained when the dynamics of the perturbation was determined. In addition, it showed to have a better performance than the obtained with other multivariate alternatives (e.g., orthogonal contrasts based on direct GPCA, Tucker-3 model, PARAFAC, etc.). Biotechnol.
机译:在以前的报告中,我们描述了一种多变量方法,用于区分当甘油细菌干扰这些细菌的稳定连续培养时,大肠杆菌中起作用的不同应答机制之间的差异(Guebel等人,2009,Biotechnol Bioeng 102:910-922 )。本文中,当评估多个间隔脉冲扰动(甘油,富马酸酯,乙酸盐,巴豆甜菜碱,高盐加上高甘油基础培养基和巴豆甜菜碱加高盐基础培养基)时,我们提出了扩展此分析的程序。所提出的方法使我们不仅可以识别不同扰动条件之间的共同响应,而且可以识别给定刺激的特定响应,即使扰动的动力学未知。所有条件共有的分量首先由广义主分量分析(GPCA)根据一组协方差矩阵确定。然后建立度量以量化相似距离。这是基于由公因子沿GPCA放气过程为每个变量实现的方差提取程度。这允许进行聚类分析,该分析可以识别仅包含最密切相关的响应组的几个紧凑子集。然后再次运行GPCA,但仅限于每个子集中的组。最后,在使用通用子集因子对数据进行了彻底缩小之后,通过经典主成分分析(PCA)将所得残差矩阵用于确定特定响应因子。通过将其预测与确定扰动动力学时获得的预测进行比较,验证了该方法的有效性。此外,与其他多变量替代方法(例如,基于直接GPCA,Tucker-3模型,PARAFAC等的正交对比)相比,它具有更好的性能。生物技术。

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