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/lp/de-gruyter/modified-tightened-three-level-continuous-sampling-plan-TwYpzFqWhZ
References (7)
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G. Lieberman, H. Solomon (1955)
MULTI-LEVEL CONTINUOUS SAMPLING PLANS'Annals of Mathematical Statistics, 26
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H. Dodge (1943)
A Sampling Inspection Plan for Continuous ProductionJournal of Fluids Engineering
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Ha Lasater (1990)
On the Robustness of a Class of Continuous Sampling Plans under Certain Types of Process Models -
(1972)
A Simplification of the Markov Chain Approach to Continuous Plan Formulation -
S. Karlin, H. Taylor (1968)
A First Course on Stochastic Processes -
Donald Gutrie, M. Jones (1958)
ALTERNATIVE SEQUENCES OF SAMPLING RATES FOR TIGHTENED MULIT-LEVEL CONTINUOUS SAMPLING PLANS -
C. Derman, S. Littauer, H. Solomon (1957)
Tightened Multi-Level Continuous Sampling PlansAnnals of Mathematical Statistics, 28
- Publisher
- de Gruyter
- Copyright
- Copyright © 2002 by the
- ISSN
- 1869-6147
- eISSN
- 1869-6147
- DOI
- 10.1515/EQC.2002.221
- Publisher site
- See Article on Publisher Site
Abstract
Abstract In this paper, a modification is proposed to the tightened three level continuous sampling plan. The tightened three level plan is one of the three tightened multi-level continuous sampling plans of Derman et. al. (Annals of Mathematical Statistics 28: 395-404, 1957) with three sampling levels and is designated as MLP – T – 3. Using a Markov chain model, expressions for the performance measures of the modified MLP – T – 3 plan are derived. The modified MLP – T – 3 plan is shown to be identical to the MLP – T – 3 plan and CSP – T plan, where CSP – T plan is a special case of MLP – T – 3 plan. Tables are also presented for the selection of a modified MLP – T – 3 plan when the AQL or LQL and AOQL are specified.
Journal
Economic Quality Control – de Gruyter
Published: Oct 1, 2002