Journal of Applied Statistics · 2009 · 82 citations · 21 references
Natural SciencesBiostatisticsMathematicsPopulation StudiesStatisticsStochastic ModelingConfidence IntervalsEstimation TheoryInferential StatisticsPopulation EstimationStatistical AnalysisStatistical InferenceAsymptotic Confidence IntervalsConfidence Interval AnalysisConfidence Interval ConstructionConfidence Interval EstimationConfidence Interval EvaluationConfidence Interval MethodologyConfidence Intervals For Variances
In this article we introduce an approximately unbiased estimator for the population coefficient of variation, τ, in a normal distribution. The accuracy of this estimator is examined by several criteria. Using this estimator and its variance, two approximate confidence intervals for τ are introduced. The performance of the new confidence intervals is compared to those obtained by current methods.
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Eric R. Ziegel, E. L. Lehmann, George Casella · Technometrics · 1999 · 4.3K citations
Testing Statistical Hypotheses.
E. L. Lehmann · Biometrics · 1997 · 181 citations