Two parameter modified ratio estimators with two auxiliary variables for the estimation of finite population mean

J. Subramani
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引用次数: 0

Abstract

information on auxiliary variables are effectively used to improve the efficiency of the simple random sampling without replacement (SRSWOR) estimator of the population mean. As the results, ratio, product and regression estimators are widely utilized in many situations, see for example Cochran1 and Murthy.2 Modified ratio estimators are developed to achieve further improvements on the ratio estimator with known parameters of the auxiliary variable, which include Sisodia & Dwivedi3 with known Co-efficient of Variation, Singh et.,4 with known Kurtosis, Yan & Tian5 with the known Skewness, Subramani and Kumarapandiyan6-9 with the known median and its linear combinations with the other known parameters. This paper deals with the two parameter modified ratio estimators with known correlation coefficient and skewness of two auxiliary variables
具有两个辅助变量的有限总体均值估计的两个参数修正比率估计
有效地利用辅助变量信息,提高了总体均值的简单随机抽样无置换(SRSWOR)估计的效率。因此,比率、产品和回归估计器在许多情况下被广泛使用,例如参见Cochran1和Murthy.2。改进的比率估计器是为了进一步改进已知辅助变量参数的比率估计器,其中包括已知变异系数的Sisodia和Dwivedi3,已知峭度的Singh等人,4,已知偏度的Yan和Tian5,Subramani和Kumarapandiyan6-9与已知中值及其与其他已知参数的线性组合。本文研究了已知两个辅助变量的相关系数和偏度的两个参数修正比率估计
本文章由计算机程序翻译,如有差异,请以英文原文为准。
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