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Statistics 4M03/6M03 is offered by the Department of Mathematics & Statistics at McMaster University.
Any questions, comments or suggestions? Send an e-mail to me at pdmmac@mcmaster.ca.
Multivariate distributions: Normal, Wishart, T2 and others; regression, correlation, factor analysis, general linear hypothesis.
Your Final Examination
will be held on Monday 9 December 2002, from 9:00 am to 1:00 pm,
in the BSB-244 computer lab.Exam hint: Learn the complete gamma function!
I have added an example showing how to draw an elliptical confidence region; it is on the page "Drawing an Ellipse in Splus or R".
Special Exam Office Hours: Sat 7 Dec 10:30-12:00, 14:00-16:00; Sun 8 Dec 20:00-22:00.If you can't get into the building at any of these times, telephone me at 905 525 9140 x 23423.
Monday at 12:30, Tuesday at 13:30, Thursday at 12:30 in JHE-210.
You must have a valid userid, password and laser printing account for the lab!
These exercises are for self-directed learning. They will not be graded and you do not have to hand them in. However, you will find that writing down your interpretation of the results is an excellent way to clarify your understanding. If you complete your report and submit it to me, I will read it and return it with comments and suggestions.
Muni Srivastava was awarded the Gold Medal of the Statistical Society of Canada this year. Click here to see photos of him taken in the McMaster University Student Centre.
You want the "Precompiled binary distribution", not the "source code". For Windows installation, go to the link for "Windows (95 and later)", open folder "base", and click on SetupR.exe to download the installer SetupR.exe. Then run SetupR.exe to install R on your computer. |
Because you are running R in Windows, not UNIX, you should skip the Introduction, which is mostly about UNIX, and begin with Entering Data. |
2002-10-29 (Tuesday) |
18:30 - 20:00 |
BSB-B116 |
|
2002-11-19 (Tuesday) |
18:00 - 19:30 |
BSB-B154 |
Review Problems from Chapter 2 for Test #2
Although this looks like a long list, most of the problems are very simple reviews of the theory and solutions to similar problems are found in the text.
2.9.1, 2.9.2, 2.9.4, 2.9.9, 2.9.12, 2.9.14, 2.9.18, 2.9.19, 2.9.24, 2.9.25, 2.9.29, 2.9.32
Suggestion for 2.9.24: Simulate 5000 observations (y1, y2, y3), make a scatter plot of (y1, y2), make scatter plots of (y1, y2) restricted to narrow ranges of y3, make a histogram and a normal QQ plot of y1. Show the trivariate data in a brush and spin plot. These plots will show what you are looking for when you derive the distributions theoretically!