In this paper we have suggested a class of estimators of population mean of sensitive variable under optional randomized response technique as reported in Gupta et al  (2014). We have obtained the mean squared error (MSE) of the suggested class of estimators up to the first order of approximation. The optimum conditions are obtained at which the (MSE) of the proposed class of estimators is minimum. An empirical study is carried out to show the performance of the suggested class of estimators over existing estimators .It is found that the performance of proposed class of estimators is better than the existing estimators including Grover and Kaur (2019)
This paper proposes an estimator for population proportion p possessing sensitive attribute under un...
Gupta and Shabbir 2 have suggested an alternative form of ratio-type estimators for estimating the p...
We proposed new and more ecient estimators for estimating population proportion of respondents belon...
In this paper we have suggested a class of estimators of population mean of sensitive variable under...
In this article, a combined general family of estimators is proposed for estimating finite populatio...
An exponential-type estimator is developed for the population mean of the sensitive study variable b...
In this study, we have developed a new improved estimator for the population mean estimation of the ...
A generalization of Huang's (2004) randomized response procedure is proposed by adapting Franklin's ...
In this paper, an alternative to the Mangat (1994) randomized response sampling procedure for estima...
This work proposes a general class of estimators for the population total of a sensitive variable us...
The problem of estimating the population proportion possessing a sensitive attribute using simple ra...
In this paper by utilizing the information on the population mean of auxiliary variable, we proposed...
In this study we proposed a generalized extension of Ryu et al. (2005) randomized response model (RR...
Abstract. To estimate the mean of a sensitive quantitative variable two Randomized Response Models s...
Randomized response techniques are widely employed in surveys dealing with sensitive questions to en...
This paper proposes an estimator for population proportion p possessing sensitive attribute under un...
Gupta and Shabbir 2 have suggested an alternative form of ratio-type estimators for estimating the p...
We proposed new and more ecient estimators for estimating population proportion of respondents belon...
In this paper we have suggested a class of estimators of population mean of sensitive variable under...
In this article, a combined general family of estimators is proposed for estimating finite populatio...
An exponential-type estimator is developed for the population mean of the sensitive study variable b...
In this study, we have developed a new improved estimator for the population mean estimation of the ...
A generalization of Huang's (2004) randomized response procedure is proposed by adapting Franklin's ...
In this paper, an alternative to the Mangat (1994) randomized response sampling procedure for estima...
This work proposes a general class of estimators for the population total of a sensitive variable us...
The problem of estimating the population proportion possessing a sensitive attribute using simple ra...
In this paper by utilizing the information on the population mean of auxiliary variable, we proposed...
In this study we proposed a generalized extension of Ryu et al. (2005) randomized response model (RR...
Abstract. To estimate the mean of a sensitive quantitative variable two Randomized Response Models s...
Randomized response techniques are widely employed in surveys dealing with sensitive questions to en...
This paper proposes an estimator for population proportion p possessing sensitive attribute under un...
Gupta and Shabbir 2 have suggested an alternative form of ratio-type estimators for estimating the p...
We proposed new and more ecient estimators for estimating population proportion of respondents belon...