Construction of Acceptance Sampling Plans for the Median Ranked Set Sampling Using Logistic Distribution

K. Saranya; Dr. P. K. Deveka

Abstract

In this article Single Sampling Plan dependent on Median Ranked data plot is proposed. Two fundamental prerequisites are considered for the new arrangement: the lifetime of the test units is accepted to follow the summed up remarkable circulation; and the information are chosen by utilizing the Median Ranked Set inspecting plan from an enormous part. The appropriation work portrayal under the Median Ranked Set inspecting plan is determined expecting that the set size is known; the base number of set cycle and subsequently the base sample size is important to guarantee the predefined normal life are acquired and the working trademark upsides of the positioned examining plans just as the maker's danger are introduced. An illustrative model dependent on the outcomes acquired are given

Keywords

Median Ranked Set SamplingAcceptance Sampling PlansLogistic DistributionOperating

References

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Truncated Ranked Set Sampling. Journal of Statistical Theory and Practice. 9(2): 313- 329.Google Scholar ↗
Al-Nasser, A.D. and Bani-Mustafa, A. (2009). Robust extreme ranked set sampling. Journal ofGoogle Scholar ↗
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[refR-1] Amer Ibrahim Al-Omari and Carlos N.Bouza. (2014), Review of Ranked Set Sampling: ModificationGoogle Scholar ↗

[refR-2] and Applications. Revista Investigaion Operacional,Vol-35, No.3,215-235.Google Scholar ↗

[refR-3] Chen, Z., Bai, Z.D. and Sinha, B.K. (2004). Ranked set sampling: Theory and applications. Springer-Google Scholar ↗

[refR-4] Verlag New York, Inc.Google Scholar ↗

[refR-5] Busra Sevinc and ettal, (2019), RSSampling: A Pioneering Package for Ranked Set Sampling,Google Scholar ↗

[refR-6] The R Journal, Vol. 11/01, June 2019.Google Scholar ↗

[refR-7] Rabali Alam and ettal (2022), Estimation of population variance under ranked set sampling methodGoogle Scholar ↗

[refR-8] by using the ratio of supplementary information with study variable, Scientific Reports 12,Google Scholar ↗

[refR-9] AC 21203(2022).Google Scholar ↗

[refR-10] Epstein, B. (1954). Truncated life tests in the exponential case. The Annals of MathematicalGoogle Scholar ↗

[refR-11] Statistics, 25:555-564.Google Scholar ↗

[refR-12] Gulati, S. (2004). Smooth non-parametric estimation of the distribution function from balanced rankedGoogle Scholar ↗

[refR-13] set samples. Environmetrics, 15, 529–539.Google Scholar ↗

[refR-14] Al-Nasser, A.D. and Al-Omari, A. (2015). Information Theoretic Weighted Mean Based onGoogle Scholar ↗

[refR-15] Truncated Ranked Set Sampling. Journal of Statistical Theory and Practice. 9(2): 313- 329.Google Scholar ↗

[refR-16] Al-Nasser, A.D. and Bani-Mustafa, A. (2009). Robust extreme ranked set sampling. Journal ofGoogle Scholar ↗

[refR-17] Statistical Computation and Simulation 79, 859–867.Google Scholar ↗