Spring 2005, Tentative Schedule



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CLASS DATE TOPICS COVERED IN CLASS READING HANDOUTS
1 Tue Jan 11 Sampling and statistics Ch 5.1 Notes 1
2 Thu Jan 13 Point estimation, confidence intervals Ch 5.4 Notes 2
3 Tue Jan 18 Confidence intervals Ch 5.4, 5.2.2 Notes 3
4 Thu Jan 20 Hypothesis Testing Ch 5.5 Notes 4
5 Tue Jan 25 Hypothesis testing, chi-square tests Ch 5.6, 5.7 Notes 5
6 Thu Jan 27 Monte Carlo method, bootstrap procedures Ch 5.8, 5.9 Notes 6
7 Tue Feb 1 Bootstrap procedures Ch 5.9 Notes 7
8 Thu Feb 3 Maximum likelihood estimation Ch 6.1 Notes 8
9 Tue Feb 8 Rao-Cramer Lower Bound and Efficiency Ch 6.2 Notes 9
10 Thu Feb 10 Computation of maximum likelihood estimates, maximum likelihood testing Ch 6.2, 6.3 Notes 10
11 Tue Feb 15 Maximum likelihood methods for multiparameter cases Ch 6.4, 6.5 Notes 11
12 Thu Feb 17 Decision theory Ch 7.1 Notes 12
13 Tue Feb 22 Sufficient statistics Ch 7.2 Notes 13
14 Thu Feb 24 Properties of sufficient statistics, completeness Ch 7.3, 7.4 Notes 14
15 Tue Mar 1 Exponential families, uniformly minimum variance unbiased estimation Ch 7.5, 7.6 Notes 15
16 Thu Mar 3 Sufficiency and uniformly minimum variance unbiased estimation in multiparameter case Ch 7.7 Notes 16
No class Tue Mar 8 Spring break
No class Thu Mar 10 Spring break
17 Tue Mar 15 Most powerful tests Ch 8.1 Notes 17
18 Thu Mar 17 Uniformly most powerful tests Ch 8.2 Notes 18
19 Tue Mar 22 Likelihood ratio tests Ch 8.3 Notes 19
20 Thu Mar 24 Sequential probability ratio test Ch 8.4 Notes 20
21 Tue Mar 29 Multiple comparisons Class notes Notes 21
22 Thu Mar 31 Location model, distribution free tests Ch 10.1, 10.2 Notes 22
23 Tue Apr 5 Distribution free tests Ch 10.3 Notes 23
24 Thu Apr 7 Subjective probability Ch 11.1 Notes 24
25 Tue Apr 12 Bayesian procedures Ch 11.2 Notes 25
26 Thu Apr 14 Bayesian procedures Ch 11.3 Notes 26
27 Tue Apr 19 Gibbs sampler Ch 11.4 Notes 27
28 Thu Apr 21 Hierarchical models Ch 11.5 Notes 28