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Distribution (Probability theory) --- Group theory. --- Invariant measures. --- Mathematical statistics. --- Measure theory. --- Mathematics --- Physical Sciences & Mathematics --- Mathematical Statistics
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Topological groups. Lie groups --- Ordered algebraic structures --- Kac-Moody algebras. --- Invariant measures. --- Unitary groups. --- Kac-Moody, Algèbres de --- Mesures invariantes --- Groupes unitaires --- Invariant measures --- Kac-Moody algebras --- Unitary groups --- 512.81 --- 517.518.1 --- Group theory --- Algebras, Kac-Moody --- Lie algebras --- Measures, Invariant --- Measure theory --- Lie groups --- Measure. Integration. Differentiation --- 517.518.1 Measure. Integration. Differentiation --- 512.81 Lie groups --- Kac-Moody, Algèbres de --- Kac-Moody, Algèbres de. --- Mesures invariantes. --- Groupes unitaires.
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This book focuses on the practical application of statistical techniques for assessing measurement invariance with less emphasis on theoretical development or exposition. Instead, it describes the methods using a pedagogical framework followed by extensive illustrations that demonstrate how to use software to analyze real data. The chapters illustrate the practical methods to assess measurement invariance and shows how to apply them to a range of data. The computer syntax and data sets used in this book are available for download here: people.umass.edu/cswells.
Psychometrics. --- Confirmatory factor analysis. --- Item response theory. --- Psychology --- Invariant measures. --- Statistical methods. --- Measures, Invariant --- Measure theory --- Educational tests and measurements --- Psychological tests --- Psychometrics --- CFA (Confirmatory factor analysis) --- Factor analysis --- Measurement, Mental --- Measurement, Psychological --- Psychological measurement --- Psychological scaling --- Psychological statistics --- Psychometry (Psychophysics) --- Scaling, Psychological --- Scaling (Social sciences) --- Measurement --- Scaling --- Methodology
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