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Using Quantile Comparisons to Classify Environmental Samples

机译:使用分位数比较对环境样品进行分类

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Multivariate quantile comparisons (QC) is ideally suited for classification of particle samples because it is based on comparing different populations in which multiple samples are available. The basic method was presented at a regional INMM meeting and it has been developed to include consideration of measurement uncertainties, include probability of misclassification, and deliver a "none-of-the-above" classification decision. Environmental samples typically include measurements of elemental or isotopic inventories that include assessments of measurement error. The QC method incorporates the error by assuming it is normally distributed and repeatedly sampling from the error distribution. This approach fits naturally with the QC method, which takes repeated samples from known classes and compares them to an unknown test sample, yielding a comparison score describing the similarity of the test sample to each class. Unlike many standard classification schemes, the QC method can recognize that none of the known classes adequately matches the unknown test sample. This work considers an example problem that utilizes simulations of whole-core nuclide generation in a gas-cooled reactor. Samples taken at different times include different distributions of various nuclides and should be able to predict reactor burnup. This capability was demonstrated by previous research. Results incorporating measurement error into the simulated data indicate that very little classification capability is lost with small errors of 1-5%; but as measurement error increases to 10, 20, or 40%, the ability of the QC method to deliver accurate classification decisions is severely compromised.
机译:多元分位数比较(QC)非常适合对粒子样本进行分类,因为它基于比较其中有多个样本的不同总体。该基本方法已在区域INMM会议上提出,并已发展为包括对测量不确定性的考虑,包括分类错误的可能性以及提供“以上均无”的分类决策。环境样品通常包括元素清单或同位素清单的测量,其中包括对测量误差的评估。 QC方法通过假设误差为正态分布并从误差分布中反复采样来合并误差。这种方法很自然地适合于QC方法,该方法从已知类别中获取重复样本并将其与未知测试样本进行比较,从而产生一个比较分数来描述测试样本与每个类别的相似性。与许多标准分类方案不同,QC方法可以识别出所有已知类别都无法与未知测试样品充分匹配。这项工作考虑了一个示例问题,该问题利用了气冷反应堆中全核核素生成的模拟。在不同时间采集的样品包括各种核素的不同分布,并且应该能够预测反应堆的燃耗。先前的研究证明了这种能力。将测量误差合并到模拟数据中的结果表明,只有很小的1-5%的误差损失了很少的分类能力。但是随着测量误差增加到10%,20%或40%,QC方法提供准确分类决策的能力将受到严重损害。

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