2017
DOI: 10.4172/2469-6676.100140
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Neo-Classical Test Theory: A Modernization

Abstract: Classical test theory has been ascribed the status of weak theory. Early development reflected a native realism, with variables being operationally defined. Subsequent developments in mathematics, statistics, and structural modeling, however, have rendered classical test theory problematic. Yet the basic framework is sound. Decomposition of an observed score into the sum of a true and an error component is inherently meaningful. What is required is a modernization that addresses past exclusions and deficiencie… Show more

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Cited by 1 publication
(7 citation statements)
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“…The problem is that zero cannot simultaneously be ascribed both a categorical and a dimensional representation within a generative experiment. Readers are encouraged to refer to [2] for a discussion of experiment as a generative process. If zero is used to designate a class, the distinction between zero and non-zero is qualitative.…”
Section: The Zero-problem and Its Ramificationsmentioning
confidence: 99%
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“…The problem is that zero cannot simultaneously be ascribed both a categorical and a dimensional representation within a generative experiment. Readers are encouraged to refer to [2] for a discussion of experiment as a generative process. If zero is used to designate a class, the distinction between zero and non-zero is qualitative.…”
Section: The Zero-problem and Its Ramificationsmentioning
confidence: 99%
“…As previously argued, the symptom measurement model can be expressed as ln Y f µ λ ε = + + , which follows neo-classical test theory [2] in form with the exception that the observed variable Y is logarithmically transformed. As f and e in the pathology measurement model are defined as independent normally distributed random variables, ln Y as a weighted sum of normally distributed variables is itself normally distributed.…”
Section: The Log-normal Distributionmentioning
confidence: 99%
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