Analysis of Economics Data: An Introduction to Econometrics |
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Comment from the Stata technical groupThis is a book for learning by doing using statistical software. Although the word econometrics suggests that the book is for economists, the book can be used by anyone with a basic understanding of probability and statistics. It is a complement to more advanced undergraduate textbooks in econometrics and can be used as a quick reference to basic concepts and how to apply them using statistical software. Each chapter uses one dataset to illustrate how to apply the methods discussed and how to interpret them. At the end of each chapter, multiple exercises, using a variety of datasets, reinforce the concepts presented. Answers to most odd-numbered exercises allow you to verify your work. The first four chapters introduce estimation and inference for one random variable. Chapters 5 to 15 introduce estimation for multivariate data and establish the foundations for regression analysis. Chapter 16 presents discussions about model and data assumptions and how to verify and diagnose them. Chapter 17 briefly introduces a wide array of topics that go beyond a basic regression course, such as panel data and instrumental-variables estimation. |
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Table of contentsView table of contents >> List of Figures
List of Tables
Preface
1 Analysis of Economics Data
1.1 Statistical Methods
1.2 Types of Data 1.3 Regression Analysis 1.4 Key Concepts 1.5 Exercises 2 Univariate Data Summary
2.1 Summary Statistics for Numerical Data
2.2 Charts for Numerical Data 2.3 Charts for Numerical Data by Category 2.4 Summary and Charts for Categorical Data 2.5 Data Transformation 2.6 Data Transformations for Time Series Data 2.7 Key Concepts 2.8 Exercises 3 The Sample Mean
3.1 Random Variables
3.2 Random Samples 3.3 Sample Generated by an Experiment: Coin Tosses 3.4 Properties of the Sample Mean 3.5 Sampling from a Finite Population: 1880 Census 3.6 Estimation of the Population Mean 3.7 Nonrepresenative Samples 3.8 Computer Generation of Random Samples 3.9 Key Concepts 3.10 Exercises 4 Statistical Inference for the Mean
4.1 Example: Mean Annual Earnings
4.2 t Statistics and t Distribution 4.3 Confidence Intervals 4.4 Two-Sided Hypothesis Tests 4.5 Two-sided Hypothesis Test Examples 4.6 One-Sided Directional Hypothesis Tests 4.7 Generalization of Confidence Intervals and Hypothesis Tests 4.8 Proportions Data 4.9 Key Concepts 4.10 Exercises 5 Bivariate Data Summary
5.1 Example: House Price and Size
5.2 Two-way Tabulation 5.3 Two-way Scatter Plot 5.4 Sample Correlation 5.5 Regression Line 5.6 Measure of Model Fit 5.7 Computer Output following OLS Regression 5.8 Predictions and Outlying Observations 5.9 Regression and Correlation 5.10 Causation 5.11 Computations for Correlation and Regression 5.12 Nonparametric Regression 5.13 Key Concepts 5.14 Exercises 6 The Least Squares Estimator
6.1 Population Model for Bivariate Regression
6.2 Examples of Sampling from a Population 6.3 Properties of the Least Squares Estimator 6.4 Estimators of Model Parameters 6.5 Key Concepts 6.6 Exercises 7 Statistical Inference for Bivariate Regression
7.1 Example: House Price and Size
7.2 t Statistic 7.3 Confidence Intervals 7.4 Tests of Statistical Significance 7.5 Two-Sided Hypothesis Tests 7.6 One-Sided Directional Hypothesis Tests 7.7 Robust Standard Errors 7.8 Key Concepts 7.9 Exercises 8 Case Studies for Bivariate Regression
8.1 Health Outcomes across Countries
8.2 Health Expenditures across Countries 8.3 Capital Asset Pricing Model 8.4 Output and Unemployment in the U.S. 8.5 Exercises 9 Models with Natural Logarithms
9.1 Natural Logarithm Function
9.2 Semi-elasticties and Elasticities 9.3 Log-linear, Log-log and Linear-log models 9.4 Example: Earnings and Education 9.5 Further Uses of the Natural Logarithm 9.6 Exponential Function 9.7 Key Concepts 9.8 Exercises 10 Data Summary with Multiple Regression
10.1 Example: House Price and Characteristics
10.2 Two-way Scatter Plots 10.3 Correlation 10.4 Regression Line 10.5 Interpretation of Slope Coefficients 10.6 Model Fit 10.7 Computer Output Following Multiple Regression 10.8 Inestimable Models 10.9 Key Concepts 10.10 Exercises 11 Statistical Inference for Multiple Regression
11.1 Properties of the Least Squares Estimator
11.2 Estimatorys of Model Parameters 11.3 Confidence Intervals 11.4 Hypothesis Tests on a Single Parameter 11.5 Joint Hypothesis Tests 11.6 F Statistics under Assumptions 1-4 11.7 Presentation of Regression Results 11.8 Key Concepts 11.9 Exercises 12 Further Topics in Multiple Regression
12.1 Inference with Robust Standard Errors
12.2 Prediction 12.3 Nonrepresentative Samples 12.4 Best Estimation 12.5 Best Confidence Intervals 12.6 Best Hypothesis Tests 12.7 Data Science and Big Data: An Overview 12.8 Bayesian Methods: An Overview 12.9 A Brief History of Statistics, Regression and Econometrics 12.10 Key Concepts 12.11 Exercises 13 Case Studies for Multiple Regression
13.1 School Academic Performance
13.2 Cobb-Douglas Production Function 13.3 Phillips Curve 13.4 Automobile Fuel Efficency 13.5 Rand Health Insurance Experiement 13.6 Access to Health Care and Health Outcomes 13.7 Gains from Political Incumbency 13.8 Institutions and Country GDP 13.9 From Raw Data to Final Data 13.10 Exercises 14 Regression with Indicator Varibales
14.1 Example: Earnings, Gender, Education and Type of Worker
14.2 Regression on just a Single Indicator Variable 14.3 Regression on an Indicator Variable and Additional Regressors 14.4 Regression with Sets of Indicator Variables 14.5 Key Concepts 14.6 Exercises 15 Regression with Transformed Variables
15.1 Example: Earnings, Gender, Education and Type of Worker
15.2 Marginal Effects for Nonlinear Models 15.3 Quadratic Model and Polynomial Models 15.4 Interacted Regressors 15.5 Log-linear and Log-log Models 15.6 Prediction from Log-Linear and Log-Log Models 15.7 Models with a Mix of Regressor Types 15.8 Key Concepts 15.9 Exercises 16 Checking the Model and Data
16.1 Multicollinear Data
16.2 Model Assumptions Revisited 16.3 Incorrect Population Model 16.4 Regressors Correlated with Errors 16.5 Heteroskedastic Errors 16.6 Correlated Errors 16.7 Example: Democracy and Growth 16.8 Diagnostics 16.9 Key Concepts 16.10 Exercises 17 Special Topics
17.1 Cross-Section Data
17.2 Panel Data 17.3 Panel Data Example: NBA Team Revenue 17.4 Instrumental Variables 17.5 Causal Inference: An Overview 17.6 Nonlinear Regression Models 17.7 Time-Series Data 17.8 Time-Series Example: U.S. Treasury Security Interest Rates 17.9 Further Reading 17.10 Key Concepts 17.11 Exercises A Using Statistical Packages
A.1 General Issues
A.2 Stata Essentials A.3 R Essentials A.4 Gretl Essentials A.5 Eviews Essentials A.6 Excel and Google Sheets Spreadsheet Applications A.7 Critical values and p-values B Some Essentials of Probability Theory
B.1 Probability Theory for a Single Random Variable
B.2 Probability Theory for the Sample Mean B.3 Probability Theory for Two Related Random Variables C Properties of OLS, IV, and ML Estimators
C.1 OLS with Independent Homoskedastic Errors
C.2 Robust Standard Errors C.3 Instrumental Variables Estimation C.4 OLS with Matrix Algebra C.5 Maximum Likelihood Estimation C.6 Exercises D Solutions to Selected Exercises
D.1 Solutions: Analysis of Economic Data
D.2 Solutions: Univariate Data Summary D.3 Solutions: The Sample Mean D.4 Solutions: Statistical Inference for the Mean D.5 Solutions: Bivariate Data Summary D.6 Solutions: The Least Squares Estimator D.7 Solutions: Statistical Inference for Bivariate Regression D.8 Solutions: Case Studies for Bivariate Regression D.9 Solutions: Models with Natural Logarithm D.10 Solutions: Data Summary with Multiple Regression D.11 Solutions: Statistical Inference for Multiple Regression D.12 Solutions: Further Topics in Multiple Regression D.13 Solutions: Case Studies for Multiple Regression D.14 Solutions: Models with Indicator Variables D.15 Solutions: Models with Transformed Variables D.16 Solutions: Checking the Model and Data D.17 Solutions: Special Topics E Tables for Key Distributions
F References
Index
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