Stat 371-003: Introductory applied statistics for the life sciences (Fall, 2008)

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Syllabus

[Note: the following is subject to revision.]

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Date Topic   Reading N C H S D
Sept3 (1) Overview; what is statistics? Ch 1
5 (2) Displaying data badly; data summaries Ch 2
 
8 (3) Experimental design Ch 8
10 (4) Observational studies
12 (5) Probability, conditional probability Sec 3.1-3.5
 
15 (6) Examples, Bayes's theorem
17 (7) Random variables, binomial distribution Sec 3.6-3.8, App 3.2-3.3
19 (8) Poisson and normal distributions Ch 4
 
22 (9) Multiple random variables
24 (10) Sampling distributions; Central limit theorem Ch 5
26 No lecture
 
29 (11) Maximum likelihood estimation
Oct1 (12) Review
3 (13) Confidence interval (CI) for the mean Sec 6.1-6.5
 
6 Midterm 1 [covering lectures 1-10]
8 (14) CIs for differences between means, CI for population SD Sec 7.1-7.3
10 (15) Tests of hypotheses Sec 9.1-9.3
 
13 (16) Tests for differences between means Sec 7.4-7, 7.9-10
15 (17) Calculation of sample size and power Sec 7.8, App 7.1
17 (18) Permutation tests and other non-parametric tests Sec 4.4, 7.11-12, 9.4-7, App 7.2
 
20 (19) Confidence interval for a proportion Sec 6.6, App 6.2
22 (20) Uses and abuses of tests
24 (21) Goodness of fit, multinomial distribution Sec 10.1
 
27 (22) Goodness of fit: "composite" hypotheses
29 (23) 2x2 tables, hypergeometric distribution, paired data Sec 10.2-4, 7-9
31 (24) r x k tables, sample size Sec 10.5-6
 
3 (25) Variances; Introduction to ANOVA Sec 11.1-2
5 (26) Review
7 (27) ANOVA: Permutation tests, random effects Sec 11.3-4
 
10 Midterm 2 [covering lectures 13-23]
12 (28) Diagnostics, transformations and outliers Sec 11.5
14 (29) ANOVA: Multiple comparisons Sec 11.7-8, App 11.1
 
17 (30) ANOVA: Non-parametric methods
19 (31) ANOVA: Two-way analysis of variance Sec 11.6
21 No lecture
 
24 (32) Simple linear regression Sec 12.1-2
26 (33) Regression and correlation Sec 12.5
28 No lecture
 
Dec1 (34) Simple linear regression: Tests and confidence intervals Sec 12.3-4
3 (35) Simple linear regression: prediction and calibration
5 (36) Multiple linear regression
 
8 (37) Non-linear regression
10 (38) Logistic regression
12 (39) Review
 
20 Final exam [covering lectures 1-10,12-34] (7:45-9:45am)


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Last modified: Mon Dec 15 13:36:08 2008