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A NOVEL ENTROPIC-GROUPING TECHNIQUEFOR OUTLIERS DETECTION

机译:一种新的熵组技术,用于边缘检测

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Outlier detection identifies highly deviate observations, which may jeopardise the underlyingdistributions in hydrologic analyses. Most conventional outlier detection methods require the assumptionsof a probability distribution and a chosen level of significance. A new hybrid non-parametric group-basedtechnique called Entropic-grouping is proposed for outlier detection. A concept is suggested whereaccordancy among elements can be recognized by combining individual elements in a certain manner. Ahigher level of accordancy among elements can be achieved by removing the element(s) (i.e., outlier(s))violating the concept of agreement in grouped data sets. Accordancy measures of Canberra, City-block,Euclidean, Minkowski and Mahalanobis are also employed for evaluation based on a decision rule oftrading off between losing the information from reducing the observation size to exchange forimprovement of the overall accordancy. In the case study, the grouping approach demonstrates a certainagreement with eight conventional methods. The advantages of using the group based outlier detectiontechniques areas are: no subjective postulation about the underlying probabilistic distribution; noinvolvement of error based conceptual ideology for interpreting the inherent nature of flood data sets; andthe size, sequence or completeness of the testing data set will not be a concern in the analysis.
机译:离群检测可发现高度偏离的观察结果,这可能会危害潜在的 水文分析中的分布。大多数常规离群值检测方法都需要以下假设 概率分布和选定的显着性水平。一种新的基于混合非参数组的 提出了一种称为熵分组的技术来进行离群值检测。建议一个概念 元素之间的一致性可以通过以某种方式组合单个元素来识别。一种 通过删除一个或多个元素(即异常值),可以在元素之间实现更高级别的一致性 违反了分组数据集中一致的概念。堪培拉,城市街区, 欧几里得,明可夫斯基和马哈拉诺比斯还根据以下决策规则进行评估: 在减少信息量(从减小观测大小到交换信息)之间权衡取舍 总体协调性的提高。在案例研究中,分组方法证明了 与八种常规方法一致。使用基于组的离群值检测的优点 技术领域是:没有关于潜在概率分布的主观假设;不 基于错误的概念意识形态用于解释洪水数据集的固有性质;和 测试数据集的大小,顺序或完整性在分析中将不会受到关注。

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