基于参数可辨识性分析的Unscented卡尔曼滤波在动力学模型多参数估计中的应用。

Syed Murtuza Baker, C Hart Poskar, Björn H Junker
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引用次数: 16

摘要

在系统生物学中,实验测量的参数并不总是可用的,因此需要使用基于计算的参数估计。为了依赖估计的参数,首先确定对于给定的模型和测量集可以估计哪些参数是至关重要的。这是通过参数可识别性分析完成的。采用Rohwer等人建立的甘蔗茎组织中蔗糖积累的动力学模型作为试验用例模型。这种方法的不同之处在于将基于正交的局部可识别性方法集成到无气味卡尔曼滤波器(UKF)中,而不是使用更常见的基于可观察性的方法,这种方法具有固有的局限性。在灵敏度计算中引入了基于UKF系统不确定性的可变步长。该方法从12个参数中识别出10个可识别参数。使用UKF对这十个参数进行了估计,UKF运行了97次。在整个重复过程中,UKF被证明比用于比较的估计算法更加一致。
本文章由计算机程序翻译,如有差异,请以英文原文为准。

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Unscented Kalman filter with parameter identifiability analysis for the estimation of multiple parameters in kinetic models.

In systems biology, experimentally measured parameters are not always available, necessitating the use of computationally based parameter estimation. In order to rely on estimated parameters, it is critical to first determine which parameters can be estimated for a given model and measurement set. This is done with parameter identifiability analysis. A kinetic model of the sucrose accumulation in the sugar cane culm tissue developed by Rohwer et al. was taken as a test case model. What differentiates this approach is the integration of an orthogonal-based local identifiability method into the unscented Kalman filter (UKF), rather than using the more common observability-based method which has inherent limitations. It also introduces a variable step size based on the system uncertainty of the UKF during the sensitivity calculation. This method identified 10 out of 12 parameters as identifiable. These ten parameters were estimated using the UKF, which was run 97 times. Throughout the repetitions the UKF proved to be more consistent than the estimation algorithms used for comparison.

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