‘This is a book that should be on the desk of anyone truly concerned with reliability. The whole question of conditional reliabilities is current and important; and, the question of reliability generalization is being opened out and moving away from Cronbach s approach. The topic is an important one’ – Richard L Gorsuch, Fuller Theological Seminary. In a world of ‘high stakes’ testing, it has become more important than ever to make certain the scores on which we base our decisions are reliable. Aimed at helping researchers create and evaluate scores better, this reader presents the basic concepts of classical (or ‘true score’) and modern (‘generalizability’) test theory. Beginning with a review of reliability and validity issues in measurement, the book covers score reliability, reliability induction, and reliability generalization. Exercises with sample data are included at the end of each section so readers can demonstrate knowledge of the principles.
Confidence Intervals About Score Reliability Coefficients
Confidence Intervals About Score Reliability Coefficients[Page 69]
Confidence intervals for reliability coefficients can be estimated in various ways. The present chapter illustrates a variety of these applications. This ...