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Improvement of estimation accuracy in parameter optimization by symbolic computation

机译:通过符号计算提高参数优化中的估计精度

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We evaluate the ability of our parameter optimization method that was newly developed by using differential elimination, to estimate kinetic parameter values with a high degree of accuracy. For this purpose, we performed a simulation study by using the objective function with and without the new constraints by differential elimination: parameters in a model of linear equations, under the assumption that only one molecule in the model can be monitored with and without the noise, was estimated by using genetic algorithm (GA). In particular, the ability was tested for the simulation data with and without noise. As a result, the introduction of new constraints was dramatically effective: the GA with new constraints could estimate successfully parameter values in the simulated model against the noisy data, with high degree of accuracy, in comparison with the degree by conventional GA without the constraints.
机译:我们评估通过使用微分消除新开发的参数优化方法的能力,以较高的精度估算动力学参数值。为此,我们通过使用带有或不带有新约束的目标函数,通过微分消除进行了仿真研究:线性方程模型中的参数,假设模型中的一个分子只能在有噪声和无噪声的情况下进行监控通过使用遗传算法(GA)进行估算。尤其是,在有噪声和无噪声的情况下,针对模拟数据测试了该功能。结果,引入了新的约束条件是非常有效的:与没有约束条件的常规遗传算法相比,具有新约束条件的遗传算法可以针对噪声数据成功地估计仿真模型中的参数值,且具有较高的准确性。

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