THEORY OF GENERALIZABILITY: A LIBERALIZATION OF RELIABILITY THEORY†
Lee J. Cronbach, Nageswari Rajaratnam, Goldine C. Gleser
Abstract
Lee J. Cronbach, Nageswari Rajaratnam, Goldine C. Gleser
Abstract
“Reliability theory” is reinterpreted as a theory regarding the adequac with which one can generalize from one observation to a universe of observations. If the observation is randomly sampled from the universe—whether or not the universe consists of equivalent observations—the intraclass correlation provides an approximate lower bound to the expected value of the desired coefficient of generalizability.
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“Reliability theory” is reinterpreted as a theory regarding the adequac with which one can generalize from one observation to a universe of observations. If the observation is randomly sampled from the universe—whether or not the universe consists of equivalent observations—the intraclass correlation provides an approximate lower bound to the expected value of the desired coefficient of generalizability.
Key concepts: Generalizability theory, Reliability (semiconductor), Intraclass correlation, Universe, Value (mathematics), Reliability theory, Mathematics, Econometrics