Using the classical regression approach, we offer a new estimator for the population total, utilizing the available information on two auxiliary variables under a stratified sampling. Performance of this estimator over other estimators, based on a single auxiliary variable, has also been studied
In the present study, we propose an estimator for population mean when the information is available ...
Olkin [1] proposed a ratio estimator considering p auxiliary variables under simple random sampling....
This study is devoted to obtain an ecient estima-tor for population mean in two-phase sampling using...
An exponential family of estimators, which use the information of two auxiliary variables in the str...
An exponential family of estimators, which use the information of two auxiliary variables in the str...
In this paper, a new exponential type estimator is developed in the stratified random sampling for t...
In the survey sampling literature, using auxiliary information increase the efficiency of estimators...
This paper introduces an estimator of population mean Y of the study variable y using auxiliary vari...
In stratified random sampling from a finite population, when information on an auxiliary variable is...
New estimators for estimating the finite population mean using two auxiliary variables under simple ...
This paper proposes a ratio-cum-product estimator of finite population mean in stratified random sam...
This paper proposes a ratio-cum-product estimator of finite population mean in stratified random sam...
This paper presents a general class of estimators for a finite population total with the aid of two ...
Abstract: This article proposes a class of exponential type estimators for estimating population var...
In the present study, we propose an estimator for population mean when the information is available ...
In the present study, we propose an estimator for population mean when the information is available ...
Olkin [1] proposed a ratio estimator considering p auxiliary variables under simple random sampling....
This study is devoted to obtain an ecient estima-tor for population mean in two-phase sampling using...
An exponential family of estimators, which use the information of two auxiliary variables in the str...
An exponential family of estimators, which use the information of two auxiliary variables in the str...
In this paper, a new exponential type estimator is developed in the stratified random sampling for t...
In the survey sampling literature, using auxiliary information increase the efficiency of estimators...
This paper introduces an estimator of population mean Y of the study variable y using auxiliary vari...
In stratified random sampling from a finite population, when information on an auxiliary variable is...
New estimators for estimating the finite population mean using two auxiliary variables under simple ...
This paper proposes a ratio-cum-product estimator of finite population mean in stratified random sam...
This paper proposes a ratio-cum-product estimator of finite population mean in stratified random sam...
This paper presents a general class of estimators for a finite population total with the aid of two ...
Abstract: This article proposes a class of exponential type estimators for estimating population var...
In the present study, we propose an estimator for population mean when the information is available ...
In the present study, we propose an estimator for population mean when the information is available ...
Olkin [1] proposed a ratio estimator considering p auxiliary variables under simple random sampling....
This study is devoted to obtain an ecient estima-tor for population mean in two-phase sampling using...