The objective of this paper is to construct some unbiased estimators of the current population mean in two-occasion successive sampling. Utilizing the readily available information on an auxiliary variable on both occasions, almost unbiased ratio and regression cum exponential type estimators of current population mean have been proposed. Theoretical properties of the proposed estimation procedures have been examined and their respective optimum replacement strategies are formulated. Performances of the proposed estimators are empirically compared with (i) the sample mean estimator, when no sample units were matched from the previous occasion and (ii) natural successive sampling estimator when no auxiliary information was used on any occasi...
In this paper, we proposed an efficient family of ratio-type estimators using one auxiliary variable...
The present work is an effort to develop some estimators of current population mean in two-occasion ...
In this paper we have proposed an almost unbiased estimator using known value of some population par...
The present article proposes an improved exponential method of estimation for current population mea...
The goal of this paper is to consider the problem of estimation of the population mean on current (s...
The paper advocates the problem of estimating population mean on the current (second) occasion using...
This paper advocates the problem of estimating the population mean on the current occasion in two oc...
This paper deals with the estimation of current population mean under non-response in two-occasion s...
In the present work, some efforts have been made to search of effective rotation patterns in estimat...
The present work is an attempt to make use of several auxiliary variables on both occasions for impr...
This work is designed to assess the effect of non-response in estimation of the current population m...
Some estimators of the population ratio have been proposed for sampling on two successive occasion. ...
This paper addresses the problem of estimating the current population mean in two occasion successiv...
In this paper we have proposed an almost unbiased estimator using known value of some population par...
In the case of sampling on two occasions, a class of estimators is considered which uses information...
In this paper, we proposed an efficient family of ratio-type estimators using one auxiliary variable...
The present work is an effort to develop some estimators of current population mean in two-occasion ...
In this paper we have proposed an almost unbiased estimator using known value of some population par...
The present article proposes an improved exponential method of estimation for current population mea...
The goal of this paper is to consider the problem of estimation of the population mean on current (s...
The paper advocates the problem of estimating population mean on the current (second) occasion using...
This paper advocates the problem of estimating the population mean on the current occasion in two oc...
This paper deals with the estimation of current population mean under non-response in two-occasion s...
In the present work, some efforts have been made to search of effective rotation patterns in estimat...
The present work is an attempt to make use of several auxiliary variables on both occasions for impr...
This work is designed to assess the effect of non-response in estimation of the current population m...
Some estimators of the population ratio have been proposed for sampling on two successive occasion. ...
This paper addresses the problem of estimating the current population mean in two occasion successiv...
In this paper we have proposed an almost unbiased estimator using known value of some population par...
In the case of sampling on two occasions, a class of estimators is considered which uses information...
In this paper, we proposed an efficient family of ratio-type estimators using one auxiliary variable...
The present work is an effort to develop some estimators of current population mean in two-occasion ...
In this paper we have proposed an almost unbiased estimator using known value of some population par...