The present article offers more efficient imputation based estimators of the population mean under the framework of two-phase sampling in presence of an auxiliary variable. The theoretical conditions stating superiority of the proposed estimators, over some prevalent existing competitive estimators, in terms of relative efficiency is established by numerical illustrations based on three different data sets from the classical statistical literature
The paper advocates the problem of estimating population mean on the current (second) occasion using...
The present article intends to develop efficient estimation strategy to reduce the negative impact o...
An improved class of two phase sampling estimators for population mean using auxiliary character in ...
Non-response is an unavoidable feature in sample surveys and it needs to be carefully handled to avo...
This study is devoted to obtain an ecient estima-tor for population mean in two-phase sampling using...
Two-phase sampling is a cost-effective method of data collection using outcomedependent sampling for...
This paper suggests some estimators for population mean of the study variable in simple random sampl...
The present paper deals with the estimation of a finite population mean in the presence of two auxil...
Surveys such as medical and social science surveys, conducted by human are often associated with pro...
This paper aims to deal with the problem of non-response, by suggesting an exponential chain type cl...
Two-phase sampling design offers a variety of possibilities for effective use of auxiliary informati...
In this paper, we consider the problem of missing complete at random (MCAR) values in two phase prob...
In this paper we have suggested a class of estimators for population mean using auxiliary informatio...
In this paper a double (or two-phase) sampling version of (Singh and Tailor, 2005) estimator has bee...
Some improved estimators of population mean has been proposed in two phase and multiphase sampling u...
The paper advocates the problem of estimating population mean on the current (second) occasion using...
The present article intends to develop efficient estimation strategy to reduce the negative impact o...
An improved class of two phase sampling estimators for population mean using auxiliary character in ...
Non-response is an unavoidable feature in sample surveys and it needs to be carefully handled to avo...
This study is devoted to obtain an ecient estima-tor for population mean in two-phase sampling using...
Two-phase sampling is a cost-effective method of data collection using outcomedependent sampling for...
This paper suggests some estimators for population mean of the study variable in simple random sampl...
The present paper deals with the estimation of a finite population mean in the presence of two auxil...
Surveys such as medical and social science surveys, conducted by human are often associated with pro...
This paper aims to deal with the problem of non-response, by suggesting an exponential chain type cl...
Two-phase sampling design offers a variety of possibilities for effective use of auxiliary informati...
In this paper, we consider the problem of missing complete at random (MCAR) values in two phase prob...
In this paper we have suggested a class of estimators for population mean using auxiliary informatio...
In this paper a double (or two-phase) sampling version of (Singh and Tailor, 2005) estimator has bee...
Some improved estimators of population mean has been proposed in two phase and multiphase sampling u...
The paper advocates the problem of estimating population mean on the current (second) occasion using...
The present article intends to develop efficient estimation strategy to reduce the negative impact o...
An improved class of two phase sampling estimators for population mean using auxiliary character in ...