1st Edition

Applied Statistical Methods Including Nonparametric and Bayesian Approaches

By W. Holmes Finch Copyright 2025
374 Pages 82 B/W Illustrations
by Chapman & Hall

374 Pages 82 B/W Illustrations
by Chapman & Hall

374 Pages 82 B/W Illustrations
by Chapman & Hall

This book is designed to provide students, teachers, and researchers with a text that includes a full range of statistical methods available to address commonly encountered research problems. Many textbooks for introductory, intermediate, and advanced statistics courses focus heavily on parametric methods. However, in practice, the assumptions underlying these methods are frequently not met,... Read more

1.  Introduction

2.  Theoretical Foundation

3.  One Sample Parameter Estimation

4.  Comparing Measures of Central Tendency Between Two Independent Groups

5.  Comparing Measures of Central Tendency Between More Than Two Independent Groups

6.  Factorial Designs

7.  Easures Analysis of Variance and Split Plot Designs

8.  Correlation

9.  Ordinary Least Squares Linear Regression

10.  Robust Linear Regression Models

11.  Regression for Dichotomous Dependent Variables

12.  Advanced Issues in Regression Modeling

13.  Multilevel Modeling

Biography

W. Holmes Finch is the George and Frances Ball Distinguished Professor of Educational Psychology, and Professor in the Department of Educational Psychology at Ball State University where he has been since 2003. He received his PhD from the University of South Carolina in 2002. Dr. Finch teaches courses in factor analysis, structural equation modeling, categorical data analysis, regression, multivariate statistics and measurement to graduate students in psychology and education. His research interests are in the areas of multilevel models, latent variable modeling, methods of prediction and classification, and nonparametric multivariate statistics. Holmes is also an Accredited Professional Statistician (PStat ®).

"...the book overall represents a thoughtful and integrative effort to present parametric and nonparametric approaches within a unified framework. For non-statisticians, it can serve as an accessible guide to surveying a range of alternative methods without the technical demands of more specialized texts. The book may prove useful for motivated readers who are willing to supplement the material with more advanced statistical references (e.g., Wilcox Citation2021). In addition, instructors may also find it a helpful resource when choosing which nonparametric methods to teach for students in applied fields."

-Inhan KangThe American Statistician, 2026.