In this article we have proposed an improved exponential-type for estimating the unknown population variance of the study variable, using transformation on both the study as well as on the auxiliary variable. The properties of the suggested estimator have been discussed up to first order of approximation. We also have derived some efficiency comparison conditions under which the proposed variance estimator performed better than the usual unbiased estimator, traditional ratio estimator and [1] estimators. Theoretical efficiency conditions are verified numerically by taking some real data sets taken from the literature, with a result in increasing the efficiency
In this paper, we proposed some improved class of ratio estimators for finite population variance wi...
Abstract. In this paper, exponential ratio and exponential product type estimators using two auxilia...
A modified ratio type variance estimator for estimating population variance of a study variable when...
In this article we have proposed an improved exponential-type for estimating the unknown population ...
In this article we have proposed an improved exponential-type for estimating the unknown population ...
In this paper by utilizing the information on the population mean of auxiliary variable, we proposed...
In this paper by utilizing the information on the population mean of auxiliary variable, we proposed...
Abstract: This article proposes a class of exponential type estimators for estimating population var...
This article considers the problem of estimating the population varianceusing auxiliary information....
This paper deals with the estimation of population mean of the variable under study by improved rati...
This paper deals with the estimation of population mean of the variable under study by improved rati...
In this article an efficient class of estimators for estimating finite population variance has been ...
In this paper we have suggested aratio type estimator for the estimation of population variance of t...
In this paper we have suggested aratio type estimator for the estimation of population variance of t...
This paper deals with exponential ratio-cum-ratio and product-cum-product type estimators using tran...
In this paper, we proposed some improved class of ratio estimators for finite population variance wi...
Abstract. In this paper, exponential ratio and exponential product type estimators using two auxilia...
A modified ratio type variance estimator for estimating population variance of a study variable when...
In this article we have proposed an improved exponential-type for estimating the unknown population ...
In this article we have proposed an improved exponential-type for estimating the unknown population ...
In this paper by utilizing the information on the population mean of auxiliary variable, we proposed...
In this paper by utilizing the information on the population mean of auxiliary variable, we proposed...
Abstract: This article proposes a class of exponential type estimators for estimating population var...
This article considers the problem of estimating the population varianceusing auxiliary information....
This paper deals with the estimation of population mean of the variable under study by improved rati...
This paper deals with the estimation of population mean of the variable under study by improved rati...
In this article an efficient class of estimators for estimating finite population variance has been ...
In this paper we have suggested aratio type estimator for the estimation of population variance of t...
In this paper we have suggested aratio type estimator for the estimation of population variance of t...
This paper deals with exponential ratio-cum-ratio and product-cum-product type estimators using tran...
In this paper, we proposed some improved class of ratio estimators for finite population variance wi...
Abstract. In this paper, exponential ratio and exponential product type estimators using two auxilia...
A modified ratio type variance estimator for estimating population variance of a study variable when...