2023, Vol. 4, Issue 2, Part A
Construction of acceptance sampling plans for the quartile ranked set sampling using Laplace distribution
Author(s): Dr. PK Deveka and K Saranya
Abstract: The ranked set sampling method has been made more inclusive in this paper. In order to estimate the quartile ranked set sampling of the Laplace distribution, the generalized ranked set sampling technique is used. Two key factors are taken into account for the new course of action: the data are selected using the Quartile Ranked Set inspecting plan from a significant portion, and the lifetime of the test units is acknowledged to follow the summary noteworthy dissemination. The base number of set cycles and, consequently, the base sample size are crucial to ensuring that the predefined normal life are acquired and the working trademark advantages of the positioned examining plans only, as the appropriation work portrayal under the Quartile Ranked Set inspecting plan is determined expecting that the set size is known.
DOI: https://doi.org/10.22271/math.2023.v4.i2a.95
Pages: 01-08 | Views: 805 | Downloads: 344
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How to cite this article:
Dr. PK Deveka and K Saranya. Construction of acceptance sampling plans for the quartile ranked set sampling using Laplace distribution. Journal of Mathematical Problems, Equations and Statistics. 2023; 4(2): 01-08. DOI: 10.22271/math.2023.v4.i2a.95
