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A Note on Handling Nonresponse in Sample Surveys

样本调查中无回答处理的一则讨论

Two distinct types of models are used for handling nonresponse in survey sampling theory. In a response (or quasi-randomization) model, the propensity of survey response is modeled as a random process, an additional phase of sample selection. In a parametric (or superpopulation) model, the survey data are themselves modeled. These two models can be used simultaneously in the estimation of a population mean so that one provides some protection against the potential for…

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Nonresponse in a Periodic Sample Survey

周期性抽样调查中的无应答

A parametric model is developed for analyzing the updated historical (ratio of identicals) imputation strategy in a periodic survey. A test is then developed for comparing alternative formulations of the historical values. The benefits of exponentially smoothing in this context are demonstrated using monthly gasoline sales data.

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‘Some asymptotic results for the systematic and stratified sampling of a finite population’

关于《有限总体系统抽样与分层抽样的若干渐近结果》的评论

This paper leaves a misleading impression. When estimating a population mean, Y¯N⁠, the estimator Y^G=Y¯S+G.(X¯S−X¯N)⁠, where Y¯S is the sample mean of the Yi and G is any bounded function of the sample, is design consistent in both the Cochran sense, as sample size n approaches population size N, and the Isaki-Fuller sense, as n approaches infinity with n/N fixed, under simple random sampling. The perversity of Cochran design consistency may be seen when ŶG is combined with…

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Some Asymptotic Results for the Systematic and Stratified Sampling of a Finite Population

有限总体系统抽样与分层抽样的若干渐近结果

A sample mean has an asymptotically insignificant model bias under a broad set of functional relationships between the parameter of interest and an auxiliary size variable given a systematic sample from a size ordered list. When based on randomly drawn samples within size strata, this estimator of the population mean not only has an asymptotically insignificant model bias but is design consistent as well. In addition, there are more efficient estimation strategies that have…

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Some asymptotic results for the systematic and stratified sampling of a finite population

有限总体系统抽样与分层抽样的若干渐近结果

A sample mean has an asymptotically insignificant model bias under a broad set of functional relationships between the parameter of interest and an auxiliary size variable given a systematic sample from a size ordered list. When based on randomly drawn samples within size strata, this estimator of the population mean not only has an asymptotically insignificant model bias but is design consistent as well. In addition, there are more efficient estimation strategies that have…

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A Superpopulation Theory Approach to the Design of Price Index Estimators With Small Sampling Biases

小抽样偏差价格指数估计量设计:超总体理论方法

This article uses simple superpopulation models to examine estimators for long-and short-term Laspeyres price relatives based on PPS samples.

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