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Ernest Davenport Jr., PhD

University of Minnesota College of Education & Human Development



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Haijiang Kuang, PhD

Pearson



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Mark Davison, PhD

University of Minnesota College of Education & Human Development



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Kyle Nickodem

University of Minnesota College of Education & Human Development



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Qinjun Wang

University of Minnesota College of Education & Human Development



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143 – New Ideas in Advanced Undergraduate Courses

Making Use of Atypical Regression Models for Theory Building

Sponsor: Section on Statistical Education
Keywords: Regression, Geometry, Models, Theory-Building

Ernest Davenport Jr., PhD

University of Minnesota College of Education & Human Development

Haijiang Kuang, PhD

Pearson

Mark Davison, PhD

University of Minnesota College of Education & Human Development

Kyle Nickodem

University of Minnesota College of Education & Human Development

Qinjun Wang

University of Minnesota College of Education & Human Development

While investigators typically use one regression model to ascertain information regarding a theory, this presentation gives six equivalent regression models (for a 2-predictor model) with predictors and/or their mutual residuals as predictors that can lead to richer theory building. While each model is equivalent in significance and variance accounted for, the mix of raw and residual score predictors provide for testing different aspects of a theory. We have named the approach Total Information Regression Analysis (TIRA). We demonstrate the approach with data from the 2001 edition of Baccalaureate and Beyond. Undergraduate GPA is the criterion. For simplicity we use only two predictors, SATM and SATV (and their errors), but the approach is readily adaptable to more predictors (which will increase the number of potential equivalent models). We also give a geometric rationale for our procedure. The geometric rationale is especially helpful as half of the models presented are not obviously equivalent.

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