A Difference-Cum-Exponential Type Estimator for Estimating the Population Mean Under Stratification
Journal Title: Bonfring International Journal of Data Mining - Year 2014, Vol 4, Issue 3
Abstract
In survey sampling, stratification is helpful in improving precision of estimators over simple random sampling in case of heterogeneous population. In the present paper, a difference-cum exponential type estimator of population mean under two phase stratified random sampling design has been proposed for the case of heterogeneous population. The expressions for bias and mean squared error of the proposed estimator have been obtained up to first order of approximation. It has been shown that proposed estimator is efficient than linear regression estimator under the same sampling design for some range of variation in the values of constants involved. The results obtained have also been illustrated numerically as well as graphically by taking data from the population considered in the literature
Authors and Affiliations
H. S. Jhajj , L. Kusam Lata
Crop Advisor: A Software Tool for Forecasting Paddy Yield
The highly erratic rainfall and associated climatic parameters in India, have greater influence on the performance of cropping systems and are adversely affecting the crop yields. Forecasting of crop yields from the clim...
Factorial Dimensions of Employee Engagement in Public and Private Sector Banks
Employee engagement is the level of commitment and involvement an employee has towards his organization and its values. An engaged employee is aware of business context, and works with colleagues to improve performance w...
Money Laundering Identification Using Risk and Structural Framework Estimation
Money laundering refers to activities that disguise money receive through illegal operations and make them legitimate. It leaves serious consequence that may lead to economy corruption. One such problem consisting large...
Assessment of Probable Maximum Precipitation Using Gumbel Distribution and Hershfield Method
Assessment of Probable Maximum Precipitation (PMP) has utmost importance for planning, design, management and risk analysis of hydraulic and other structures in a region. This paper details the procedures involved in est...
Asymptotic Behavior Results for Nonlinear Impulsive Neutral Differential Equations with Positive and Negative Coefficients
This paper is focused on the following nonlinear impulsive neutral differential equation.., Sufficient conditions are obtained for every solution of (*) to tends to a constant as.,