Assessing Statistical Results: Magnitude, Precision, and Model Uncertainty.

Evaluating the importance and the strength of empirical evidence requires asking three questions: First, what are the practical implications of the findings? Second, how precise are the estimates? Confidence intervals provide an intuitive way to communicate precision. Although nontechnical audiences...

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Detalles Bibliográficos
Publicado en:American Statistician Vol. 73; pp. 118 - 122
Autor principal: Anderson, Andrew A.
Formato: Artículo
Publicado: Taylor & Francis Ltd Mar2019 Supplement
Materias:
Acceso en línea:Ver este registro en EBSCOhost
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        atl: Assessing Statistical Results: Magnitude, Precision, and Model Uncertainty.
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        au: Anderson, Andrew A.
        affil: Office of the Comptroller of the Currency, U.S. Department of the Treasury, Washington, DC
      su:
        Quantitative research
        Statistical models
        Statistical reliability
        Measurement uncertainty (Statistics)
        Sampling errors
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          Quantitative research
          Statistical models
          Statistical reliability
          Measurement uncertainty (Statistics)
          Sampling errors
      keyword:
        Inference
        Robustness
        Sampling error
        Inference
        Robustness
        Sampling error
      ab: Evaluating the importance and the strength of empirical evidence requires asking three questions: First, what are the practical implications of the findings? Second, how precise are the estimates? Confidence intervals provide an intuitive way to communicate precision. Although nontechnical audiences often misinterpret confidence intervals (CIs), I argue that the result is less dangerous than the misunderstandings that arise from hypothesis tests. Third, is the model correctly specified? The validity of point estimates and CIs depends on the soundness of the underlying model.
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    language: English
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