This paper considers some efficient combined and separate classes of estimators of the
population mean in the presence of bivariate auxiliary information under stratified ranked set …

The main objective of the current study is to suggest an enhanced family of log ratio-
exponential type estimators for population distribution function (DF) using auxiliary …

In this study, we introduce a novel combined ratio type estimator within the framework of
Stratified Ranked Set Sampling to estimate the population mean of the study variable by …

This manuscript considers some improved combined and separate classes of estimators of
population mean using bivariate auxiliary information under stratified simple random …

In this paper, efficient class of estimators for population mean using two auxiliary variates is
suggested. It has been shown that the suggested estimator is more efficient than usual …

In this article, we proposed a novel dual to ratio cum product type exponential estimator in
stratified random sampling. The bias and mean square error up to the first degree of …

In this study, we present a proposal aimed at estimating the finite population's mean of the
main variable by stratification rank set sample\(S_ {t}\text {RSS}\) through the modification …

This paper deals with the problem of estimation of finite population mean in case of post-
stratification. Following the approach of Srivenkataramana [16] and Bondyopadhyayh [2], we …

This article deals with an exponential ratio type estimator for estimating the finite population
mean utilizing known population median of the study variable as an auxiliary information …

This paper addresses the problem of estimation of finite population mean in case of post-
stratification. In this paper dual to separate product type exponential estimator is proposed …