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Book Categories |
1 | The Origins and Uses of Regression Analysis | 1 |
2 | Basic Matrix Algebra: Manipulating Vectors | 6 |
3 | The Mean and Variance of a Variable | 11 |
4 | Regression Models and Linear Functions | 16 |
5 | Errors of Prediction and Least-Squares Estimation | 21 |
6 | Least-Squares Regression and Covariance | 26 |
7 | Covariance and Linear Independence | 31 |
8 | Separating Explained and Error Variance | 36 |
9 | Transforming Variables to Standard Form | 41 |
10 | Regression Analysis with Standardized Variables | 46 |
11 | Populations, Samples, and Sampling Distributions | 51 |
12 | Sampling Distributions and Test Statistics | 56 |
13 | Testing Hypotheses Using The t Test | 61 |
14 | The t Test for the Simple Regression Coefficient | 66 |
15 | More Matrix Algebra: Manipulating Matrices | 71 |
16 | The Multiple Regression Model | 76 |
17 | Normal Equations and Partial Regression Coefficients | 81 |
18 | Partial Regression and Residualized Variables | 86 |
19 | The Coefficient of Determination in Multiple Regression | 91 |
20 | Standard Errors of Partial Regression Coefficients | 96 |
21 | The Incremental Contributions of Variables | 101 |
22 | Testing Simple Hypotheses Using the F Test | 106 |
23 | Testing Compound Hypotheses Using the F Test | 109 |
24 | Testing Hypotheses in Nested Regression Models | 113 |
25 | Testing for Interaction in Multiple Regression | 118 |
26 | Nonlinear Relationships and Variable Transformations | 123 |
27 | Regression Analysis with Dummy Variables | 128 |
28 | One-Way Analysis of Variance Using the Regression Model | 133 |
29 | Two-Way Analysis of Variance Using the Regression Model | 138 |
30 | Testing for Interaction in Analysis of Variance | 143 |
31 | Analysis of Covariance Using the Regression Model | 147 |
32 | Interpreting Interaction in Analysis of Covariance | 152 |
33 | Structural Equation Models and Path Analysis | 156 |
34 | Computing Direct and Total Effects of Variables | 161 |
35 | Model Specification in Regression Analysis | 166 |
36 | Influential Cases in Regression Analysis | 171 |
37 | The Problem of Multicollinearity | 176 |
38 | Assumptions of Ordinary Least-Squares Estimation | 181 |
39 | Beyond Ordinary Regression Analysis | 186 |
App. A | Derivation of the Mean and Variance of a Linear Function | 191 |
App. B | Derivation of the Least-Squares Regression Coefficient | 195 |
App. C | Derivation of the Standard Error of the Simple Regression Coefficient | 198 |
App. D | Derivation of the Normal Equations | 202 |
App. E | Statistical Tables | 205 |
Suggested Readings | 210 | |
Index | 213 |
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