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Mathematical Modeling and Parameter Estimation of Intracellular Signaling Pathway: Application to LPS-induced NF κ B Activation and TNF α Production in Macrophages

机译:细胞内信号通路的数学建模和参数估计:在巨噬细胞LPS诱导的NFκB活化和TNFα产生中的应用

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Due to the intrinsic stochasticity, the signaling dynamics in a clonal population of cells exhibit cell-to-cell variability at the single-cell level, which is distinct from the population-average dynamics. Frequently, flow cytometry is widely used to acquire the single-cell level measurements by blocking cytokine secretion with reagents such as Golgiplug ? . However, Golgiplug ? can alter the signaling dynamics, causing measurements to be misleading. Hence, we developed a mathematical model to infer the average single-cell dynamics based on the flow cytometry measurements in the presence of Golgiplug ? with lipopolysaccharide (LPS)-induced NF κ B signaling as an example. First, a mathematical model was developed based on the prior knowledge. Then, average single-cell dynamics of two key molecules (TNF α and I κ B α ) in the NF κ B signaling pathway were measured through flow cytometry in the presence of Golgiplug ? to validate the model and maximize its prediction accuracy. Specifically, a parameter selection and estimation scheme selected key model parameters and estimated their values. Unsatisfactory results from the parameter estimation guided subsequent experiments and appropriate model improvements, and the refined model was calibrated again through the parameter estimation. The inferred model was able to make predictions that were consistent with the experimental measurements, which will be used to construct a semi-stochastic model in the future.
机译:由于固有的随机性,克隆细胞群体中的信号动力学在单细胞水平上表现出细胞间差异,这与群体平均动力学不同。通常,流式细胞术通过使用诸如Golgiplug?等试剂阻断细胞因子的分泌来广泛地获取单细胞水平的测量值。 。但是,Golgiplug吗?会改变信令动态,导致测量结果产生误导。因此,我们在存在Golgiplug?的情况下基于流式细胞仪测量结果开发了一个数学模型来推断平均单细胞动力学。以脂多糖(LPS)诱导的NFκB信号传导为例。首先,基于先验知识开发了数学模型。然后,在存在Golgiplug?的情况下,通过流式细胞术测量NFκB信号通路中两个关键分子(TNFα和IκBα)的平均单细胞动力学。验证模型并最大化其预测准确性。具体而言,参数选择和估计方案选择关键模型参数并估计其值。参数估计的不令人满意的结果指导了后续的实验和适当的模型改进,并且通过参数估计再次对改进的模型进行了校准。推断的模型能够做出与实验测量结果一致的预测,将来将用于构建半随机模型。

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