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Masking effect of inliers

机译:掩体的掩蔽效果

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摘要

Inliers in a data set are observations which appear to be too small compared to the remaining observations in life testing with failure time distribution (FTD), F(x, 9), x > 0. To accommodate this situation, the article uses the model Mk(E), the exchangeable model introduced by Barnett and Lewis (1984) in connection with outliers, where it is assumed that (Xi, X2,..., Xn) are distributed independently so that A'of these observations are distributed as G(x, 0) and the remaining (n - k) are distributed as F(x, (0)). After quantifying the masking effect, the article provides an illustration assuming single inlier in case of exponential distribution for the Dixton type and Cocnran's test. (21 refs.)
机译:数据集中的内部值是观察值,与寿命测试中具有失效时间分布(FTD),F(x,9),x> 0的其余观察值相比,显得太小。为了适应这种情况,本文使用该模型Mk(E)是Barnett和Lewis(1984)结合异常值引入的可交换模型,其中假设(Xi,X2,...,Xn)独立分布,因此这些观测值的A'分布为G(x,0)和其余(n-k)分布为F(x,(0))。量化掩蔽效果后,本文提供了一个示例,假设Dixton类型和Cocnran检验的指数分布情况为单一线性。 (21篇)

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