Estimation and testing based on data subject to measurement errors: from parametric to non-parametric likelihood methods.

Measurement error (ME) problems can cause bias or inconsistency of statistical inferences. When investigators are unable to obtain correct measurements of biological assays, special techniques to quantify MEs need to be applied. Sampling based on repeated measurements is a common strategy to allow f...

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Publicado en:Statistics in Medicine Vol. 31; no. 22; pp. 2498 - 2513
Autores principales: Vexler A, Tsai WM, Malinovsky Y, Vexler, Albert, Tsai, Wan-Min, Malinovsky, Yaakov
Formato: research Journal Article
Publicado: Wiley-Blackwell Sep2012
Acceso en línea:Ver este registro en EBSCOhost
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        10.1002/sim.4304
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        104367096
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        atl: Estimation and testing based on data subject to measurement errors: from parametric to non-parametric likelihood methods.
      aug:
        au:
          Vexler A
          Tsai WM
          Malinovsky Y
          Vexler, Albert
          Tsai, Wan-Min
          Malinovsky, Yaakov
        affil: Department of Biostatistics, The State University of New York, Buffalo, NY 14214, USA
      sug:
        subj:
          Biological Markers Analysis
          Data Analysis, Statistical
          Probability
          Cholesterol Blood
          Computer Simulation
          Systems Analysis
          Myocardial Infarction Blood
      ab: Measurement error (ME) problems can cause bias or inconsistency of statistical inferences. When investigators are unable to obtain correct measurements of biological assays, special techniques to quantify MEs need to be applied. Sampling based on repeated measurements is a common strategy to allow for ME. This method has been well addressed in the literature under parametric assumptions. The approach with repeated measures data may not be applicable when the replications are complicated because of cost and/or time concerns. Pooling designs have been proposed as cost-efficient sampling procedures that can assist to provide correct statistical operations based on data subject to ME. We demonstrate that a mixture of both pooled and unpooled data (a hybrid pooled-unpooled design) can support very efficient estimation and testing in the presence of ME. Nonparametric techniques have not been well investigated to analyze repeated measures data or pooled data subject to ME. We propose and examine both the parametric and empirical likelihood methodologies for data subject to ME. We conclude that the likelihood methods based on the hybrid samples are very efficient and powerful. The results of an extensive Monte Carlo study support our conclusions. Real data examples demonstrate the efficiency of the proposed methods in practice.
      pubtype: Academic Journal
      doctype:
        research
        Journal Article
      ougenre: Article
    language: English
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