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Subset selection strategy

机译:子集选择策略

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A new technique for representative subset selection is presented. The advocated method selects unambiguously the most important objects among the calibration set and uses this subset for the model development without significant deterioration in the predictive ability. The method is called boundary subset selection and it is an inherent part of the Simple Interval Calculation (SIC) approach. SIC is a method for linear modeling, which is based on the assumption of error boundedness. The primary SIC consequence is an object status classification (OSCIas) that reveals the most influential objects and also designates the most stable and reliable ones. The OSCIas is used as the main tool for representative subset selection. The presented results are compared with widely used Kennard-Stone algorithm and D-optimal design procedure employing three real-world examples.
机译:提出了代表子集选择的新技术。提倡的方法明确地选择了校准集中最重要的对象,并将该子集用于模型开发,而预测能力没有明显下降。该方法称为边界子集选择,它是简单间隔计算(SIC)方法的固有部分。 SIC是一种基于误差有界假设的线性建模方法。 SIC的主要后果是对象状态分类(OSCIas),该分类显示最有影响力的对象,并指定最稳定和可靠的对象。 OSCIas用作代表子集选择的主要工具。将给出的结果与广泛使用的Kennard-Stone算法和采用三个实际示例的D最优设计过程进行比较。

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