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An R Companion to Applied Regression cover

An R Companion to Applied Regression

by John Fox, Sanford Weisberg

3rd Edition

Publisher: SAGE Publications, Inc

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Probability & Statistics

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Book Details

Print ISBN9781544336473
eText ISBN9781544336466
PublisherSAGE Publications, Inc
Publishing Year2019
Edition3rd Edition
LanguageEnglish
Pages608

An R Companion to Applied Regression, 3rd Edition, provides an introduction to the R statistical computing environment in the context of applied regression analysis. The textbook pairs statistical methodology with practical computing guidance for everyday data analysis.

The volume presents a step-by-step approach to linear modeling, generalized linear models, and mixed-effects models. Detailed worked-out examples illustrate key computing methods alongside graphical techniques and regression diagnostics.

To promote reproducible research, the text incorporates RStudio and R Markdown so readers can organize, document, and share their analytical work. Advanced sections carry an asterisk, allowing readers to omit demanding topics without losing continuity.

Table of Contents

  1. Chapter 1: Getting Started with R and RStudio

    • • Projects in RStudio
    • • R Basics
    • • Fixing Errors and Getting Help
    • • Organizing Your Work in R and RStudio
    • • An Extended Illustration
    • • R Functions for Basic Statistics
    • • Generic Functions and Their Methods*
  2. Chapter 2: Reading and Manipulating Data

    • • Data Input
    • • Managing Data
    • • Working With Data Frames
    • • Matrices, Arrays, and Lists
    • • Dates and Times
    • • Character Data
    • • Large Data Sets in R*
    • • Complementary Reading and References
  3. Chapter 3: Exploring and Transforming Data

    • • Examining Distributions
    • • Examining Relationships
    • • Examining Multivariate Data
    • • Transforming Data
    • • Point Labeling and Identication
    • • Scatterplot Smoothing
    • • Complementary Reading and References
  4. Chapter 4: Fitting Linear Models

    • • The Linear Model
    • • Linear Least-Squares Regression
    • • Predictor Effect Plots
    • • Polynomial Regression and Regression Splines
    • • Factors in Linear Models
    • • Linear Models with Interactions
    • • More on Factors
    • • Too Many Regressors*
    • • The Arguments of the lm Function
    • • Complementary Reading and References
  5. Chapter 5: Standard Errors, Confidence Intervals, Tests

    • • Coefficient Standard Errors
    • • Confidence Intervals
    • • Testing Hypotheses About Regression Coefficients
    • • Complementary Reading and References
  6. Chapter 6: Fitting Generalized Linear Models

    • • The Structure of GLMs
    • • The glm() Function in R
    • • GLMs for Binary-Response Data
    • • Binomial Data
    • • Poisson GLMs for Count Data
    • • Loglinear Models for Contingency Tables
    • • Multinomial Response Data
    • • Nested Dichotomies
    • • The Proportional-Odds Model
    • • Extensions
    • • Arguments to glm()
    • • Fitting GLMs by Iterated Weighted Least-Squares*
    • • Complementary Reading and References
  7. Chapter 7: Fitting Mixed-Effects Models

    • • Background: The Linear Model Revisited
    • • Linear Mixed-Effects Models
    • • Generalized Linear Mixed Models
    • • Complementary Reading
  8. Chapter 8: Regression Diagnostics

    • • Residuals
    • • Basic Diagnostic Plots
    • • Unusual Data
    • • Transformations After Fitting a Regression Model
    • • Non-Constant Error Variance
    • • Diagnostics for Generalized Linear Models
    • • Diagnostics for Mixed-Effects Models
    • • Collinearity and Variance-Inflation Factors
    • • Additional Regression Diagnostics
    • • Complementary Reading and References
  9. Chapter 9: Drawing Graphs

    • • A General Approach to R Graphics
    • • Putting It Together: Local Linear Regression
    • • Other R Graphics Packages
    • • Complementary Reading and References
  10. Chapter 10: An Introduction to R Programming

    • • Why Learn to Program in R?
    • • Defining Functions: Preliminary Examples
    • • Working With Matrices*
    • • Conditionals, Loops, and Recursion
    • • Avoiding Loops
    • • Optimization Problems*
    • • Monte-Carlo Simulations*
    • • Debugging R Code*
    • • Object-Oriented Programming in R*
    • • Writing Statistical-Modeling Functions in R*
    • • Organizing Code for R Functions
    • • Complementary Reading and References

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