cover of The Essence of Multivariate Thinking: Basic Themes and Methods

The Essence of Multivariate Thinking

Basic Themes and Methods

By Lisa L. Harlow

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About the Book

The Essence of Multivariate Thinking is intended to make multivariate statistics more accessible to a wide audience. To encourage a more thorough understanding of multivariate methods, author Lisa Harlow suggests basic themes that run through most statistical methodology. The most pervasive theme is multiplicity. The author argues that the use of multivariate methods encourages multiple ways of investigating phenomena. She explains that widening our lens to identify multiple theories, constructs, measures, samples, methods, and time points provide greater reliability and validity in our research. Dr. Harlow then shows how these themes are applied to several multivariate methods, with the hope that this will ease understanding in the basic concepts of multivariate thinking. Formulas are kept at a minimum.

The first three chapters review the core themes that run through multivariate methods. Seven different multivariate methods are then described using 10 questions that illuminate the main features, uses, multiplicity, themes, interpretations, and applications. The seven methods covered are multiple regression, analysis of covariance, multivariate analysis of variance, discriminant function analysis, logistic regression, canonical correlation, and principal components/factor analysis. The final chapter pulls together the principal themes and features charts that list common themes and how they pertain to each of the methods discussed.

The Essence of Multivariate Thinking, features:

This book is useful to advanced students, professionals, and researchers interested in applying multivariate methods in such fields as behavioral medicine, social, health, personality, developmental, cognitive, and industrial-organizational psychology, as well as in education and evaluation. A preliminary knowledge of basic statistics, research methods, basic algebra, and finite mathematics is recommended.

Table of Contents

Contents: Preface. Part I: Overview. Introduction. Multivariate Themes. Background Themes. Part II: Intermediate Multivariate Methods With One Continuous Outcome. Multiple Regression. Analysis of Covariance. Part III: Matrices. Matrices and Multivariate Methods. Part IV: Multivariate Group Methods. Multivariate Analysis of Variance. Discriminant Function Analysis. Logistic Regression. Part V: Multivariate Correlational Methods With Continuous Variables. Canonical Correlation.

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