利用状态调节器问题从数据中识别信号转导网络的模型。

K G Gadkar, J Varner, F J Doyle
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引用次数: 85

摘要

分子生物学的进步为开发生物过程的详细模型提供了机会,这些模型可用于获得对系统的综合理解。然而,从现有的系统知识和实验观察中开发有用的模型仍然是一项艰巨的任务。本文提出了一种复杂生物网络的模型识别策略。该方法包括一个状态调节器问题(SRP),该问题使用可用的测量值提供对网络中所有组分浓度和反应速率的估计。利用完整的估计集对已知拓扑的网络进行模型参数识别。提出了一种先验模型复杂度测试方法,验证了所提算法性能的可行性。利用费雪信息矩阵(FIM)理论来解决模型的可识别性问题。两个信号通路案例研究,caspase在细胞凋亡中的功能和MAP激酶级联系统,被考虑。MAP激酶级联的测量仅限于蛋白质复合物浓度,无法通过先验测试,SRP估计也如预期的那样差。本工作中使用的细胞凋亡网络结构具有中等复杂性,适合应用所提出的工具。使用7种蛋白质浓度的测量集,获得了所有未知数的准确估计。此外,还描述了测量采样频率和测量集中信息质量对识别模型性能的影响。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Model identification of signal transduction networks from data using a state regulator problem.

Advances in molecular biology provide an opportunity to develop detailed models of biological processes that can be used to obtain an integrated understanding of the system. However, development of useful models from the available knowledge of the system and experimental observations still remains a daunting task. In this work, a model identification strategy for complex biological networks is proposed. The approach includes a state regulator problem (SRP) that provides estimates of all the component concentrations and the reaction rates of the network using the available measurements. The full set of the estimates is utilised for model parameter identification for the network of known topology. An a priori model complexity test that indicates the feasibility of performance of the proposed algorithm is developed. Fisher information matrix (FIM) theory is used to address model identifiability issues. Two signalling pathway case studies, the caspase function in apoptosis and the MAP kinase cascade system, are considered. The MAP kinase cascade, with measurements restricted to protein complex concentrations, fails the a priori test and the SRP estimates are poor as expected. The apoptosis network structure used in this work has moderate complexity and is suitable for application of the proposed tools. Using a measurement set of seven protein concentrations, accurate estimates for all unknowns are obtained. Furthermore, the effects of measurement sampling frequency and quality of information in the measurement set on the performance of the identified model are described.

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