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Review of Acceptance Sampling Plans for Parts Per Million Fraction of Defectives  

Choi, Sung-Woon (Department of Industrial Engineering, Kyungwon University)
Publication Information
Journal of the Korea Safety Management & Science / v.9, no.4, 2007 , pp. 137-142 More about this Journal
Abstract
This paper is to introduce attribute acceptance sampling plan based on statistical inference of binomial proportions such as PPM or PPB. In addition, this paper presents three variable sampling acceptance sampling plans based on $C_{pm},\;C_{pmk}$, and Taguchi's loss function. Producers are able to consider as not only external vendors but also internal customers.
Keywords
PPM; Acceptance Sampling Plan; Binomial Proportions; $C_{pm}$; $C_{pmk}$; Loss function;
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1 Brown L.D., Cai T.T., Dasgupta A., 'Confidence Intervals for a Binomial Proportion and Asymtotic Expansion,' The Annals of Statistics, 30(1)(2002) : 160-201   DOI
2 Pearn W.L. and Wu C.W., 'Variables Sampling Plans with PPM Fraction of Defectives and Process Loss Consideration,' Journal of the Operational Research Society, 57(2006) : 450-459   DOI   ScienceOn
3 KS A ISO 14560 : 2006, 계수치 합격판정 샘플링 검사 절차 - 백만개당 부적합품수로 지정된 품질수준, 한국표준협회, 2006
4 Arizono I., Kanagawa A., Ohta H., Watakabe K. and Tateishi K., ' Variable Sampling Plans for Normal Distribution Indexed by Taguchi's Loss Fuction, ' Naval Research Logistics, 44(1997) : 591-603   DOI   ScienceOn
5 Wu C.W. and Pearn W.L., 'A Variables Sampling Plan Based on $C_pmk$ for Product Acceptance Determination, ' Eur. J. Oper, Res., In Press
6 Clopper C.J. Pearson E.S., 'The Use of Confidence or Fiducial Limits Illustrated in the Case of the Binomial,' Biometrika, 26(4)(1934) : 404-413   DOI   ScienceOn
7 Borges W.D.S. and Ho L.L., 'A Fraction Defective Based Capability Index,' Qual. Realib. Engng. Int., 17(2001) : 447-458   DOI   ScienceOn