Spatial Regression Models for the Social Sciences shows researchers and students how to work with spatial data without the need for advanced mathematical statistics. Focusing on the methods that are commonly used by social scientists, Guangqing Chi and Jun Zhu explain what each method is and when and how to apply it by connecting it to social science research topics. Throughout the book they use the same social science example to demonstrate applications of each method and what the results can tell us.
Table of Content
Series Editor’s Introduction
Preface
Acknowledgments
About the Authors
Chapter 1: Introduction
Learning Objectives
1.1 Spatial Thinking in the Social Sciences
1.2 Introduction to Spatial Effects
1.3 Introduction to the Data Example
1.4 Structure of the Book
Study Questions
Chapter 2: Exploratory Spatial Data Analysis
Learning Objectives
2.1 Exploratory Data Analysis
2.2 Neighborhood Structure and Spatial Weight Matrix
2.3 Spatial Autocorrelation, Dependence, and Heterogeneity
2.4 Exploratory Spatial Data Analysis
Study Questions
Chapter 3: Models Dealing With Spatial Dependence
Learning Objectives
3.1 Standard Linear Regression and Diagnostics for Spatial Dependence
3.2 Spatial Lag Models
3.3 Spatial Error Models
Study Questions
Chapter 4: Advanced Models Dealing With Spatial Dependence
Learning Objectives
4.1 Spatial Error Models With Spatially Lagged Responses
4.2 Spatial Cross-Regressive Models
4.3 Multilevel Linear Regression
Study Questions
Chapter 5: Models Dealing With Spatial Heterogeneity
Learning Objectives
5.1 Aspatial Regression Methods
5.2 Spatial Regime Models
5.3 Geographically Weighted Regression
Study Questions
Chapter 6: Models Dealing With Both Spatial Dependence and Spatial Heterogeneity
Learning Objectives
6.1 Spatial Regime Lag Models
6.2 Spatial Regime Error Models
6.3 Spatial Regime Error and Lag Models
6.4 Model Fitting
6.5 Data Example
Study Questions
Chapter 7: Advanced Spatial Regression Models
Learning Objectives
7.1 Spatio-temporal Regression Models
7.2 Spatial Regression Forecasting Models
7.3 Geographically Weighted Regression for Forecasting
Study Questions
Chapter 8: Practical Considerations for Spatial Data Analysis
Learning Objectives
8.1 Data Example of U.S. Poverty in R
8.2 General Procedure for Spatial Social Data Analysis
Study Questions
Appendix A: Spatial Data Sources
Appendix B: Results Using Forty Spatial Weight Matrices available on the website at study.sagepub.com/researchmethods/quantitative-statistical-research/chi
Glossary
References
Index
About the author
Dr. Jun Zhu is Professor of Statistics at the University of Wisconsin–Madison. She is a faculty member in the Department of Statistics and the Department of Entomology, as well as a faculty affiliate with the Center for Demography and Ecology and the Department of Biostatistics and Medical Informatics. The main components of her research activities are statistical methodological research and scientific collaborative research. Her statistical methodological research concerns developing statistical methodology for analyzing spatially referenced data (spatial statistics) and spatial data repeatedly sampled over time (spatio-temporal statistics) that arise often in the biological, physical, and social sciences. Her collaborative research concerns applying modern statistical methods, especially spatial and spatio-temporal statistics, to studies of agricultural, biological, ecological, environmental, and social systems conducted by research scientists. Dr. Zhu’s methodological and collaborative research projects have been supported by the Environmental Protection Agency, National Institutes of Health, National Science Foundation, U.S. Department of Agriculture, U.S. Department of Defense, and U.S. Geographical Society. She is a Fellow of the American Statistical Association and a recipient of the Distinguished Achievement Medal in its Section of Statistics and the Environment.