Title of article :
Approximately optimum stratification for ratio and regression methods of estimation
Original Research Article
Author/Authors :
Med Ram Verma، نويسنده ,
Issue Information :
روزنامه با شماره پیاپی سال 2008
Abstract :
This work considers the problem of optimum stratification for two study variables View the MathML sourceYj(j=1,2) when samples from different strata are collected by simple random sampling with a replacement scheme and the information on the auxiliary variable is used to estimate the population mean using the ratio and regression method of estimation. A cumulative cube root rule for determination of optimum strata boundaries for the ratio and regression method of estimation under compromise allocation has been proposed. A limiting expression for the trace of the variance–covariance matrix has also been suggested. The work concludes with a numerical illustration.
Keywords :
Regression estimator , Ratio estimator , Compromise allocation , Optimum stratification , Optimum strata boundaries , Super-population
Journal title :
Applied Mathematics Letters
Journal title :
Applied Mathematics Letters