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基于排序集抽样的非参数推断

NONPARAMETRIC INFERENCE BASED ON RANKED-SET SAMPLING
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摘要 主要考虑基于排序集抽样的两样本刻度参数检验 ,以 Mood统计量为核 ,构造了两样本 U统计量 ,并得出相应的极限分布 ,在总体分布为均匀分布的情况下 ,讨论了此检验统计量相对于 In this article, we consider the two-sample-scale tests based on ranked-set sampling. We construct two-sample U-statistic with the kernel of Mood-statistic and get the asymptotic distribution. We dicuss the asymptotic efficiency ralative to Mood test under rectangular distribution.
作者 吕亚召
出处 《数学杂志》 CSCD 北大核心 2005年第1期83-86,共4页 Journal of Mathematics
关键词 排序集抽样 Mood统计量 U统计量 相对渐近效率 ranked-set sampling Mood-statistic U-statistic asymptotic relative efficiency
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参考文献7

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