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The efficiency of a linear discriminant function based on unclassified initial samples
76
Citations
5
References
1978
Year
EngineeringStatistical FoundationUnclassified Initial SamplesLinear Discriminant FunctionCommon VarianceAsymptotic EfficiencyPattern RecognitionPublic HealthEstimation TheoryPrincipal Component AnalysisApproximation TheoryStatisticsLow-rank ApproximationLinear Discriminant AnalysisDensity EstimationClassification StatisticInverse ProblemsMultivariate ApproximationStatistical Learning TheoryFunctional Data AnalysisMixture DistributionSparse RepresentationHigh-dimensional MethodStatistical Inference
Estimation of the optimal linear discriminant function is considered on the basis of a sample of observations known only to belong to a mixture of two univariate normal populations with a common variance. The asymptotic efficiency of the procedure so obtained is evaluated relative to that of Anderson's classification statistic.
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