Construction of acceptance sampling plans for the ranked set sampling using: Laplace Distribution

Dr. PK Deveka, K Saranya
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Abstract

In this paper, a new Single Sampling Plan in light of ranked data scheme is proposed. Two main prerequisites are considered for the new plan: The lifetime of the test units is assumed to follow the Logistic distribution, and the data are selected by using the ranked set sampling scheme from a large lot. The distribution function characterization under the ranked set sampling scheme is derived assuming that the set size is known; the minimum number of set cycle and consequently the minimum sample size necessary to ensure the operating characteristic values of the ranked sampling plans as well as the producer’s risk are presented. An examples based on the results obtained are given.
利用拉普拉斯分布构建排序集抽样的验收抽样方案
本文提出了一种基于排序数据方案的单次抽样方案。新方案考虑了两个主要的先决条件:假设测试单元的寿命遵循Logistic分布,并且采用从大量中选择数据的排序集抽样方案。假设集合大小已知,导出了排序集合抽样方案下的分布函数表征;给出了设定周期的最小数量,以及确保分级抽样计划的运行特征值和生产者风险所需的最小样本量。根据所得结果,给出了一个算例。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
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