Graphical Methods for Data Analysis

Graphical Methods for Data Analysis

First published 1983 by CRC Press; Reissued 2018 by CRC Press | John M. Chambers, William S. Cleveland, Beat Kleiner, Paul A. Tukey
The book "Graphical Methods for Data Analysis" by John M. Chambers, William S. Cleveland, Beat Kleiner, and Paul A. Tukey, published by Taylor & Francis Group, is a comprehensive guide to using graphical methods for data analysis. The authors present a wide range of graphical techniques, both new and established, that can be used to explore and understand data. The book is organized into six main chapters, each focusing on different aspects of data analysis: 1. **Introduction**: Explains the importance of graphics in data analysis, the types of graphical methods, and the selection and presentation of materials. 2. **Portraying the Distribution of a Set of Data**: Focuses on methods for describing the distribution of a single dataset, including quantile plots, symmetry, one-dimensional scatter plots, box plots, histograms, stem-and-leaf diagrams, symmetry plots, density traces, and more. 3. **Comparing Data Distributions**: Discusses methods for comparing the distributions of multiple datasets, such as empirical quantile-quantile plots, collections of single-data-set displays, notched box plots, multiple density traces, and plotting ratios and differences. 4. **Studying Two-Dimensional Data**: Explores methods for analyzing paired measurements or two-dimensional data, including scatter plots, studying the dependence of one variable on another, smoothing techniques, handling repeated values, and showing counts. 5. **Plotting Multivariate Data**: Introduces methods for visualizing multivariate data, including one-dimensional and two-dimensional views, plotting three dimensions at once, and combining basic methods. 6. **Assessing Distributional Assumptions About Data**: Covers probability plots for assessing distributional assumptions, theoretical quantile-quantile plots, and methods for constructing and interpreting these plots. 7. **Developing and Assessing Regression Models**: Focuses on graphical methods for regression analysis, including understanding the fit of the regression equation and assessing the appropriateness of the regression model. The book also includes a general discussion of graphics in Chapter 8, covering principles for judging the strengths and weaknesses of graphical displays and techniques for designing new ones. The content is designed to be accessible to a broad audience, including students, statisticians, scientists, engineers, managers, doctors, and teachers, and can be used for both introductory and advanced courses in data analysis. The authors emphasize the practical application of these methods and provide exercises to help readers apply them to real-world data.The book "Graphical Methods for Data Analysis" by John M. Chambers, William S. Cleveland, Beat Kleiner, and Paul A. Tukey, published by Taylor & Francis Group, is a comprehensive guide to using graphical methods for data analysis. The authors present a wide range of graphical techniques, both new and established, that can be used to explore and understand data. The book is organized into six main chapters, each focusing on different aspects of data analysis: 1. **Introduction**: Explains the importance of graphics in data analysis, the types of graphical methods, and the selection and presentation of materials. 2. **Portraying the Distribution of a Set of Data**: Focuses on methods for describing the distribution of a single dataset, including quantile plots, symmetry, one-dimensional scatter plots, box plots, histograms, stem-and-leaf diagrams, symmetry plots, density traces, and more. 3. **Comparing Data Distributions**: Discusses methods for comparing the distributions of multiple datasets, such as empirical quantile-quantile plots, collections of single-data-set displays, notched box plots, multiple density traces, and plotting ratios and differences. 4. **Studying Two-Dimensional Data**: Explores methods for analyzing paired measurements or two-dimensional data, including scatter plots, studying the dependence of one variable on another, smoothing techniques, handling repeated values, and showing counts. 5. **Plotting Multivariate Data**: Introduces methods for visualizing multivariate data, including one-dimensional and two-dimensional views, plotting three dimensions at once, and combining basic methods. 6. **Assessing Distributional Assumptions About Data**: Covers probability plots for assessing distributional assumptions, theoretical quantile-quantile plots, and methods for constructing and interpreting these plots. 7. **Developing and Assessing Regression Models**: Focuses on graphical methods for regression analysis, including understanding the fit of the regression equation and assessing the appropriateness of the regression model. The book also includes a general discussion of graphics in Chapter 8, covering principles for judging the strengths and weaknesses of graphical displays and techniques for designing new ones. The content is designed to be accessible to a broad audience, including students, statisticians, scientists, engineers, managers, doctors, and teachers, and can be used for both introductory and advanced courses in data analysis. The authors emphasize the practical application of these methods and provide exercises to help readers apply them to real-world data.
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