Measurement Reliability: Classical Test Theory, Estimation, and Precision
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Summary
Reliability is the freedom of a measure from measurement error. A reliable measure tends to produce similar results under consistent conditions. If a test were repeated with the same group under comparable conditions, highly reliable scores would be reproducible and consistent.
In Classical Test Theory, reliability is the proportion of observed score variation attributable to variation in true scores. Reliability coefficients commonly range from to : values nearer indicate less measurement error relative to observed variation. The coefficient is an estimate, not a guarantee that every individual score is error-free.
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Based on the Wikipedia article Reliability (statistics), licensed CC BY-SA 4.0. Adapted into a summary, flashcards and quizzes.