Homepage for MATH 5315, Fall 2006

Dr. Blair Sterba-Boatwright

Office:  CI 303     Phone:  825-2724     E-mail: blair.sterbaboatwright@tamucc.edu

Schedule for Fall, 2006

Link to online datasets for the textbook
Link to other datasets for assignments
Link to potential project datasets
Link to excellent SPSS tutorial website (Thanks to Dr. Mike Speed at TAMU for making this available to us.)
Go to current class

Week Tuesday Tuesday  Lab Thursday
Week 1:  Aug. 21-25
  • No Class
  • No Meeting
  • Went over first day handout
  • Topics covered:  A couple of basic examples with a focus on sampling ideas
Week 2:  Aug. 28-Sept. 1
  • Topics covered:  Types of variables, histograms, measures of central tendency
Week 3:  Sept. 4-8
  • Boxplots
  • The Binomial distribution
Week 4:  Sept. 11-15
  • Computing probabilities with the normal distribution
  • Normal distribution plots (aka qqnorm plots) and the Shapiro-Wilks test (we'll see Shapiro-Wilks again)
Week 5:  Sept. 18-22
  • Confidence intervals
  • No handout; I worked examples about confidence intervals
Week 6:  Sept. 25-29
Week 7:  Oct. 2-6
  • Two sample t-tests
Week 8:  Oct. 9-13
  • Wilcoxon rank sum test
  • paired t-test
  • Wilcoxon signed rank test
  • Exam review
  • Midterm Exam

Week 9:  Oct. 16-20
  • Analysis of Variance
  • Analysis of Variance
  • Returned, went over Midterm
Week 10:  Oct. 23-27
  • Analysis of Variance:
    • Assumptions
    • Kruskal-Wallis (nonparametric test)
Week 11:  Oct. 30-Nov. 3
  • Analysis of Variance:
    • more on Post Hoc Tests
  • Inferential statistics with one proportion
Week 12:  Nov. 6-10
  • Went over returned HW
  • Inferential statistics with two proportions
  • More inferential statistics with two proportions
  • Answered questions on HW #8
Week 13:  Nov. 13-17
Week 14:  Nov. 20-24
  • Regression:  polynomial regression
  • Work on projects
Week 15:  Nov. 27-Dec. 1
    • Regression:  no SPSS, so mostly a post-Thanksgiving review
  • Hypothesis testing with multiple regression
  • Collinearity
Week 16:  Dec. 4-8
  • stepwise/forward/backward regression
  • Review for Final Exam
  • No Class
Final Exam:  Dec. 12
  • Final Exam