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Weighted Least Squares Analysis of Repeated Categorical Measurements with Outcomes Subject to Nonresponse
25
Citations
11
References
1994
Year
Measurement TheoryEngineeringStatistical FoundationLeast Squares MethodsRegression AnalysisLeast Squares AnalysisApplied MeasurementBiostatisticsPublic HealthStatisticsMedical StatisticReliabilityEstimation StatisticRepeated Categorical OutcomesFunctional Data AnalysisMarginal Structural ModelsLeast SquaresEpidemiologyOutcomes SubjectRepeated Categorical MeasurementsStatistical Inference
In this paper, we describe a two-step weighted least squares method for analyzing repeated categorical outcomes when some individuals are not observed at all times of follow-up. Other weighted least squares methods for analyzing repeated measures data with missing responses have previously been proposed by Koch, Imrey, and Reinfurt (1972, Biometrics 28, 663-692) and Woolson and Clarke (1984, Journal of the Royal Statistical Society, Series A 147, 87-99). These methods give consistent estimators if the responses are missing completely at random, as discussed in Rubin (1976, Biometrika 63, 581-592). We propose a two-step method that will give consistent results under the weaker condition of missing at random, and compare it with the other two methods.
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