In this article we have considered the problem of estimating the population mean in the stratified random sampling using the information of an auxiliary variable x which is correlated with y and suggested improved exponential ratio estimators in the stratified random sampling. The mean square error (MSE) equations for the proposed estimators have been derived and it is shown that the proposed estimators under optimum condition performs better than estimators suggested by Singh et al. (2008). Theoretical and empirical findings are encouraging and support the soundness of the proposed estimators for mean estimation
In the survey sampling literature, using auxiliary information increase the efficiency of estimators...
In this article, we suggest a new ratio estimator in stratified random sampling based on the Prasad ...
This paper introduces an estimator of population mean Y of the study variable y using auxiliary vari...
In this paper, a new exponential type estimator is developed in the stratified random sampling for t...
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...
Abstract: This article proposes a class of exponential type estimators for estimating population var...
In this paper new exponential type estimators are suggested for estimating the population mean in st...
In this article, we investigated estimators with the exponential function for the estimation of the ...
In this article, we investigated estimators with the exponential function for the estimation of the ...
In this article, we investigated estimators with the exponential function for the estimation of the ...
This study proposes some exponential ratio-type estimators for estimating the population mean of the...
Gupta and Shabbir 2 have suggested an alternative form of ratio-type estimators for estimating the p...
In this research study, a new population mean estimator for two auxiliary variables in stratified ra...
Diana (1993) introduced a family of estimators in the stratified random sampling to estimate the pop...
In the survey sampling literature, using auxiliary information increase the efficiency of estimators...
In this article, we suggest a new ratio estimator in stratified random sampling based on the Prasad ...
This paper introduces an estimator of population mean Y of the study variable y using auxiliary vari...
In this paper, a new exponential type estimator is developed in the stratified random sampling for t...
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...
Abstract: This article proposes a class of exponential type estimators for estimating population var...
In this paper new exponential type estimators are suggested for estimating the population mean in st...
In this article, we investigated estimators with the exponential function for the estimation of the ...
In this article, we investigated estimators with the exponential function for the estimation of the ...
In this article, we investigated estimators with the exponential function for the estimation of the ...
This study proposes some exponential ratio-type estimators for estimating the population mean of the...
Gupta and Shabbir 2 have suggested an alternative form of ratio-type estimators for estimating the p...
In this research study, a new population mean estimator for two auxiliary variables in stratified ra...
Diana (1993) introduced a family of estimators in the stratified random sampling to estimate the pop...
In the survey sampling literature, using auxiliary information increase the efficiency of estimators...
In this article, we suggest a new ratio estimator in stratified random sampling based on the Prasad ...
This paper introduces an estimator of population mean Y of the study variable y using auxiliary vari...