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The Statistical Theory of Stepped-Up Reliability Coefficients when a Test has been divided into Several Equivalent Parts
2 references·16 citing·42 second hop
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References

  • 1951Coefficient Alpha and the Internal Structure of Tests43,892 cited
  • 1950Theory of Mental Tests2,178 cited

Cited by

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  • 2000On the Distribution of the Maximum Likelihood Estimator of Cronbach's Alpha134 cited
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  • 2002On Robusiness of the Normal-Theory Based Asymptotic Distributions of Three Reliability Coefficient Estimates88 cited
  • 2017Meta‐Analysis of Coefficient Alpha: A Reliability Generalization Study87 cited
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  • 2002Questionnaire Reliability Under the Rasch Model65 cited
  • 1983An Item Response Theory for Personality and Attitude Scales: Item Analysis Using Restricted Factor Analysis65 cited
  • 2012Development and validation of a new Arrhythmia-Specific questionnaire in Tachycardia and Arrhythmia (ASTA) with focus on symptom burden65 cited
  • 2010A Monte Carlo Study of Eight Confidence Interval Methods for Coefficient Alpha56 cited
  • 1974Estimation of Reliability and True Score Variance from a Split of a Test into Three Arbitrary Parts

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55 cited
  • 1983Reliability Estimation for a Test with Parts of unknown Lengths54 cited
  • 2012Using generalizability theory to examine the accuracy and validity of large-scale ESL writing assessment52 cited
  • 2006Averaging Internal Consistency Reliability Coefficients51 cited
  • 1996Testing the Equality of Two Alpha Coefficients49 cited