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Table of Contents
1. Probability and Distribution.
2. Multivariate Distributions.
3. Some Special Distributions.
4. Unbiasedness, Consistency, and Limiting Distributions.
5. Introduction to Inference.
6. Maximum Likelihood Methods.
7. Sufficiency.
8. Optimal Tests of Hypotheses.
9. Inferences about Normal Models.
10. Nonparametric Statistics.
11. Bayesian Statistics.
12. Comparison of Least Squares and Robust Procedures for Linear Models.
Appendix A. Regularity Conditions.
Appendix B. R-Functions.
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