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- W3010603719 abstract "As a traditional method of statistical quality control, acceptance sampling plans are widely applied for quality assurance. In a sampling plan, with the aim of acceptance or rejection of a lot of martial, inspection is carried out to determine adherence to standards. Usually, it is assumed that the inspection of the items is error-free. In the present study, this assumption is relaxed. Using Bayesian inferences and considering inspection errors, three mathematical models are developed for the economic single-sampling plans. First, the model is developed based on Binomial distribution. Considering the application of Poisson model in approximating Binomial distribution, the second model are developed based on Poisson distribution. The third model is presented considering Negative binomial (which also known as Pascal Distribution). The models determine the sample size and acceptance number with the aim of minimizing the expected inspection costs incurred during sampling. A numerical example is presented and sensitivity analyses are carried out." @default.
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- W3010603719 date "2020-02-08" @default.
- W3010603719 modified "2023-09-23" @default.
- W3010603719 title "Economic single-sampling plans based on different probability distributions considering inspection errors" @default.
- W3010603719 doi "https://doi.org/10.22070/jqepo.2020.2387.1048" @default.
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