Construction of Non-extreme Weighted Regression Weights for Sample Surveys

Construction of Non-extreme Weighted Regression Weights for Sample Surveys

초록

As a method for using auxiliary information to estimate the population quantities, we consider a simple weighted regression procedure that has fewer extreme weights than a general regression procedure or the raking ratio procedure. The proposed weighted regression procedure reduces the effect of outlier in deriving regression weights, and thus, the range of weighted regression weights is narrower than that of general regression weights. We briefly discuss the asymptotic properties of the weighted regression estimator and suggest a possible variance estimator. Further, we compare the weighted regression estimator with several calibration procedures through a simulation study. Unlike other non-extreme or range-restricted procedures, the proposed method does not require an iterative procedure but still shows comparable performance.

키워드

CalibrationWeighted regressionQuadratic ProgrammingRaking RatioLogit method.
제목
Construction of Non-extreme Weighted Regression Weights for Sample Surveys
제목 (타언어)
Construction of Non-extreme Weighted Regression Weights for Sample Surveys
저자
박민규
발행일
2012
저널명
Journal of The Korean Data Analysis Society
14
1
페이지
1 ~ 12