Lecture: Mon/Wed/Fri 3:00-3:50pm SH 174
Discussion Section 1: Fri
10:00-10:50am ICS 180
Discussion Section 2: Fri
11:00-11:50am ICS 259
| Instructor |
Teaching Assistant |
| Stacey Hancock,
PhD |
Kevin Heins |
| Office: 2204 DBH |
Office Hours Location: 2013 DBH |
| Phone: (949) 824-9795 | |
| Email: stacey.hancock_at_uci.edu |
Email: kheins_at_uci.edu |
| Office Hours: Mon 9:00-10:30am (Stats 7 preference) Wed 9:00-10:30am (Stats 120C preference) Thurs 2:00-3:30pm (Stats 112/203 preference) or by appointment |
Office Hours: Tue 11:00am-1:00pm Thurs 10:00-11:00am |
Download and Install R:
library(MASS)data(anorexia)
This calendar will be updated after each class. Check back
periodically for required reading, additional handouts and
references, homework assignments, and lecture notes.
| Date |
Material
Covered and Required Reading (Tentative schedule; may be updated after each class) |
Date HW Due |
Assignment |
| Week 1: |
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| Mon. Apr. 1 |
Lecture
1 Notes (Updated Apr. 4) Introduction to Linear Models; Chapter 11, Section 11.1 on the method of least squares. |
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| Wed. Apr. 3 |
Finish Lecture 1 Notes. |
Fri. Apr. 12 |
Homework #1 (More problems will be added.) |
| Fri. Apr. 5 |
Lecture
2 Notes Covariance and correlation (Section 4.6). For the definition of sample correlation (Pearson's product-moment coefficient), see: http://en.wikipedia.org/wiki/Correlation_and_dependence |
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| Discussion |
Review of R software; using the lm function
in R. Introduction to R (Review from Stats 120B/Math 131B) Practice with the matrix operations and the lm function in R |
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| Week 2: |
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| Mon. Apr. 8 |
Lecture
3 Notes Chapter 11, Section 11.2 and parts of Section 11.5: general form and assumptions of the linear model, maximum likelihood estimation, sampling distribution of vector of regression coefficient estimates. |
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| Wed. Apr. 10 |
Lecture
4 Notes Parts of Chapter 11, Section 11.3 on confidence intervals and hypothesis tests for individual regression coefficients. |
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| Fri. Apr. 12 |
Lecture
5 Notes (Updated Apr. 15) Continuing with Sections 11.2-11.3; CPS example. |
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| Discussion |
More R instruction and review. R code used in discussion |
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| Week 3: |
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| Mon. Apr. 15 |
Finish Lecture 5 Notes. |
Mon. Apr. 22 |
Homework #2 |
| Wed. Apr. 17 |
Lecture
6 Notes Confidence bands and prediction bands, simultaneous inference for coefficients.
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| Fri. Apr. 19 |
Lecture
7 Notes Residual diagnostics to check model assumptions; R^2.
|
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| Discussion |
Review for Midterm Exam 1. |
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| Week 4: |
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| Mon. Apr. 22 |
Finish Lecture 7 Notes. |
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| Wed. Apr. 24 |
Midterm Exam 1 (Solutions) Chapter 11, Sections 11.1-11.3 and 11.5
Information and Practice
Problems for Midterm Exam 1 |
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| Fri. Apr. 26 |
Finish material on sums of squares and
multiple R-squared. Lecture 8 Notes Model comparison tests.
|
Fri. May 3 |
Homework #3 |
| Discussion |
Review solutions to Midterm Exam 1. |
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| Week 5: |
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| Mon. Apr. 29 |
Lecture
9 Notes Chapter 11, Section 11.6: One-way analysis of variance (ANOVA). Tukey's multiple comparison procedure. |
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| Wed. May 1 |
Lecture
10 Notes Chapter 11, Sections 11.7-11.8: Two-way ANOVA. |
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| Fri. May 3 |
Finish Lecture 10 Notes Lecture 11 Notes Chapter 10, Section 10.1: Tests of goodness-of-fit. |
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| Discussion |
Hand back Midterm Exam 1. More practice with
model selection. |
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| Week 6: |
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| Mon. May 6 |
Finish Lecture 11 Notes Lecture 12 Notes Chapter 10, Section 10.2: Tests of goodness-of-fit for parametric families. |
Mon. May 13 | Homework #4 |
| Wed. May 8 |
Lecture
13 Notes Chapter 10, Sections 10.3-10.4: Tests of "independence" and tests of "homogeneity" in contingency tables. |
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| Fri. May 10 |
Finish Lecture 13 Notes Lecture 14 Notes Fisher's Exact Test.
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Fri. May 17 |
Homework #5 |
| Discussion |
Review of two-way ANOVA. |
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| Week 7: |
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| Mon. May 13 |
Finish Lecture 14 Notes Lecture 15 Notes McNemar's Test for dependent data.
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| Wed. May 15 |
Lecture
16 Slides Lecture 16 Notes Chapter 10, Sections 10.5-10.6: Simpson's Paradox and Kolmogorov-Smirnov tests.
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| Fri. May 17 |
Review for Midterm Exam 2 if needed. Continue Lecture 16 notes. |
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| Discussion |
Review for Midterm Exam 2. |
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| Week 8: |
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| Mon. May 20 |
Midterm Exam 2 (Solutions) Chapter 11, Sections 11.6-11.8; Chapter 10, Sections 10.1-10.5, plus supplemental material.
Solutions to Practice Problems for Midterm Exam 2 Instructions for Optional Midterm 2 Corrections |
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| Wed. May 22 |
Finish Lecture 16 notes and R example on K-S
tests. |
Wed. May 29 |
Homework #6 |
| Fri. May 24 |
Lecture
17 Notes Chapter 10, Section 10.8: Sign and Wilcoxon rank tests. |
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| Discussion |
Review two-sample t-tests for independent and
paired samples (will need on Homework #6). |
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| Week 9: |
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| Mon. May 27 |
Memorial Day
Holiday: No class or office hours |
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| Wed. May 29 |
Lecture
18 Notes Introduction to time series Additional references on time series:
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| Fri. May 31 |
Lecture
19 Notes Introduction to time series |
Take-home part 1 of final exam handed out at
the end of lecture. |
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| Discussion |
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| Week 10: |
Prof. Hancock will be
in Vietnam during Week 10. |
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| Mon. June 3 |
TA Lecture |
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| Wed. June 5 |
TA Lecture |
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| Fri. June 7 |
No Lecture |
Midterm 2 corrections due by 11:50am today. |
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| Discussion |
Review for final exam. |
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| Final Exam: Mon. June 10 4:00-6:00pm |
The final exam is
comprehensive and will consist of two parts:
Final exam take-home
portion R code with comments. (Note that the R code
alone does not constitute an acceptable report!) |
Homework solutions will be posted the evening homework is due
(or early the next morning).
Midterm Exam 1 Solutions
Midterm Exam 1 Summary Statistics
and Comments
Midterm Exam 2 Solutions
Midterm Exam 2 Summary
Statistics, Correction Instructions, and Comments