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Multi-Level Robustness Evaluation Approach: From Robustness Criterion to Adapted Algorithm of Dong

机译:多级鲁棒性评估方法:从鲁棒性准则到董氏自适应算法

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摘要

This paper proposes an innovative concept for robustness evaluation guided by two crucial aims: indubitable identification of the factors that significantly affect the LC method and avoidance of unnecessary time and money wasting. The first phase of the proposed strategy includes robustness screening during the method optimization. Initial assumptions of the method robustness can be tracked as the rate of the response change while the factors deviate within the expected range. Therefore, partial and total robustness criteria are calculated. If the results obtained are not satisfactory, re-optimization of the method should be considered. Otherwise, extensive robustness testing defined by experimental design and multi-level factors estimation should be performed to confirm the method robustness. Firstly, the important factors are investigated by the standard graphical (normal probability plots) and statistical (algorithm of Dong and error estimation based on a priori declared negligible effects) procedures. Since these approaches have several drawbacks, they can result in the appearance of false negative or false positive results. Thus, the modification of the statistical tests is advised in order to make the final conclusions. Special attention was dedicated to the advantages of the adapted algorithm of Dong (so-called 75 % approach) in the absence of the effect sparsity. The new approach is presented on the optimization and robustness testing of LC method for determination of ramipril and its five impurities. It is proved that the proposed strategy can perform an overall robustness estimation and successfully reveal all important factors.
机译:本文提出了一种创新的概念,用于鲁棒性评估,其主要目标有两个:毫无疑问地确定会严重影响LC方法的因素,并避免不必要的时间和金钱浪费。所提出策略的第一阶段包括在方法优化过程中的鲁棒性筛选。该方法的鲁棒性的初始假设可以在响应因数变化而预期因子范围内变化时进行跟踪。因此,计算了部分和全部鲁棒性标准。如果获得的结果不令人满意,则应考虑对该方法进行重新优化。否则,应执行由实验设计和多级因子估计定义的广泛鲁棒性测试,以确认方法的鲁棒性。首先,通过标准的图形(正态概率图)和统计(Dong的算法以及基于先验声明的可忽略的影响的误差估计)程序研究重要因素。由于这些方法有几个缺点,它们可能导致出现假阴性或假阳性结果。因此,建议修改统计检验以得出最终结论。在没有效果稀疏性的情况下,特别注意了Dong的自适应算法(所谓的75%方法)的优势。介绍了用于测定雷米普利及其五种杂质的LC方法的优化和鲁棒性测试的新方法。实践证明,所提出的策略可以进行整体的鲁棒性估计并成功揭示所有重要因素。

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