MODIFIED RATIO ESTIMATOR UNDER RANK SET SAMPLING

Authors

  • M. Iqbal Jeelan Division of Statistics& Computer Science, SKUAST-J
  • Carlos N Bouza Facultad de Matematica y Computacion, Universidad de La Habana
  • Manish Sharma Facultad de Matematica y Computacion, Universidad de La Habana

Keywords:

Rank set sampling, Deciles, Mean Square Error

Abstract

This article deals with the estimation of population mean under rank set sampling using an improved ratio estimator. The expression for bias and mean square error has been obtained up to first degree of approximation. An efficiency comparison has also been considered for the proposed estimator with the classical ratio estimator under rank set sampling. Finally an empirical study is carried out to judge the performance of the proposed estimator.

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Published

2023-04-28

How to Cite

Iqbal Jeelan, M., Bouza, C. N., & Sharma, M. (2023). MODIFIED RATIO ESTIMATOR UNDER RANK SET SAMPLING. Investigación Operacional, 38(1). Retrieved from https://revistas.uh.cu/invoperacional/article/view/4437

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