Add to ORKGIn this paper, we proposed some regression estimators for estimating the population means using linear combination of first quartile, third quartile and standard deviation of the auxiliary variable which are known. Mean square error (MSE) of the proposed estimator is obtained and compared with that of simple random sampling without replacement (SRSWOR) sample mean, classical ratio estimator and existing ratio estimator’s .Theoretical result is supported by a numerical illustration
This paper proposes two new classes of ratio estimators for population mean when information on a kn...
This study proposes some exponential ratio-type estimators for estimating the population mean of the...
In this paper, modified ratio estimators of the population mean of the variable of interest are sugg...
The present manuscript is about the improved estimation of population mean of the main variable (y) ...
In this paper, we suggest new product-type estimators for the population mean of the variable of int...
New median based modified ratio estimators for estimating a finite population mean using quartiles a...
In the present article, motivated by Jeelani et al. (2013), we have made an attempt to develop an im...
In the present paper, we propose an improved estimator of population variance for the main variable ...
In this paper, we have suggested a class of ratio type estimators with a linear combination using tw...
This manuscript deals with the estimation of population mean of the variable under study using an im...
Abstract: This study aims to devise an innovative ratio estimator that can be utilized for the accur...
In this paper, a modified ratio estimator in the presence of tri-mean and interquartile range, for e...
The present paper deals with a modified ratio estimator for estimation of population mean of the stu...
This paper proposes two new classes of ratio estimators for population mean when information on a kn...
This paper proposes two new classes of ratio estimators for population mean when information on a kn...
This paper proposes two new classes of ratio estimators for population mean when information on a kn...
This study proposes some exponential ratio-type estimators for estimating the population mean of the...
In this paper, modified ratio estimators of the population mean of the variable of interest are sugg...
The present manuscript is about the improved estimation of population mean of the main variable (y) ...
In this paper, we suggest new product-type estimators for the population mean of the variable of int...
New median based modified ratio estimators for estimating a finite population mean using quartiles a...
In the present article, motivated by Jeelani et al. (2013), we have made an attempt to develop an im...
In the present paper, we propose an improved estimator of population variance for the main variable ...
In this paper, we have suggested a class of ratio type estimators with a linear combination using tw...
This manuscript deals with the estimation of population mean of the variable under study using an im...
Abstract: This study aims to devise an innovative ratio estimator that can be utilized for the accur...
In this paper, a modified ratio estimator in the presence of tri-mean and interquartile range, for e...
The present paper deals with a modified ratio estimator for estimation of population mean of the stu...
This paper proposes two new classes of ratio estimators for population mean when information on a kn...
This paper proposes two new classes of ratio estimators for population mean when information on a kn...
This paper proposes two new classes of ratio estimators for population mean when information on a kn...
This study proposes some exponential ratio-type estimators for estimating the population mean of the...
In this paper, modified ratio estimators of the population mean of the variable of interest are sugg...