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Parameter set selection via clustering of parameters into pair-wise indistinguishable groups of parameters

机译:参数设置通过参数群集的选择分成对不可粘合的参数组

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Mathematical modeling has become an essential approach to understand the mechanisms and dynamics in a system. With advent of computing power and experimental techniques, modeling of large-scale complex systems is accessible and it has become a key component in various research areas. For example, in systems biology mathematical modeling has been a keystone (Kitano 2002). To study signal transduction pathways a number of large scale models have been developed (e.g. Schoeberl et al., 2002; Yamada et al., 2003; Singh et al., 2006) which provide a fresh insight into the biological systems. The structure of a model is often built by mechanism analysis while the parameters are often required to be updated from experimental data. The usefulness of a model is highly dependent on the quality of the model. However accurate estimation of the large scale systems is still a challenge.
机译:数学建模已成为了解系统中机制和动态的基本方法。随着计算能力和实验技术的出现,可以访问大规模复杂系统的建模,它已成为各种研究领域的关键组成部分。例如,在系统中,生物学数学建模已经是梯形石(Kitano 2002)。为了研究信号转导途径,已经开发了许多大规模模型(例如,Schoeberl等,2002; Yamada等,2003; Singh等,2006),为生物系统提供了新的洞察力。模型的结构通常由机制分析构建,而参数通常需要从实验数据更新。模型的有用性高度依赖于模型的质量。然而,大规模系统的准确估计仍然是一个挑战。

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