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Gleser, Leon Jay; Olkin, Ingram – 1972
Statistical inference concerning the parameters of k multivariate normal populations is considered. Several models in which the parameters have certain hierarchical relationships are discussed, in particular as related to testing the hypothesis that k psychological tests are parallel forms of the same test. The report contains the following…
Descriptors: Hypothesis Testing, Mathematical Applications, Mathematical Models, Psychological Testing
PDF pending restorationAitkin, Murray A. – 1972
Fixed-width confidence intervals for a population regression line over a finite interval of x have recently been derived by Gafarian. The method is extended to provide fixed-width confidence intervals for the difference between two population regression lines, resulting in a simple procedure analogous to the Johnson-Neyman technique. (Author)
Descriptors: Analysis of Covariance, Mathematical Applications, Mathematical Models, Multiple Regression Analysis
Lindley, Dennis V. – 1972
This paper discusses Bayesian m-group regression where the groups are arranged in a two-way layout into m rows and n columns, there still being a regression of y on the x's within each group. The mathematical model is then provided as applied to the case where the rows correspond to high schools and the columns to colleges: the predictor variables…
Descriptors: Bayesian Statistics, Mathematical Applications, Mathematical Models, Multiple Regression Analysis
Suppes, P.; And Others – 1973
From some simple and schematic assumptions about information processing, a stochastic differential equation is derived for the motion of a student through a computer-assisted elementary mathematics curriculum. The mathematics strands curriculum of the Institute for Mathematical Studies in the Social Sciences is used to test: (1) the theory and (2)…
Descriptors: Computer Assisted Instruction, Deafness, Elementary School Mathematics, Handicapped Children


