Math 322 Biostatistics
Professor Wickerhauser
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NEWS
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R EXAMPLES
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LINKS
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Model midterm examinations from 2005,
2006, and 2007 are available (they will open in a new window).
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Example R program cochran.R for Cochran's test of a
dichotomous variable without replication.
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Standard C program cochran.c for Cochran's test of a
dichotomous variable without replication.
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R program kendall.w.R to compute Kendall's
coefficient of concordance (Kendall's W). Call it using
kendall.w(tab)
where tab is a matrix with scores (or ranks) along its rows.
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In R, use solve(A) to compute the matrix inverse of a matrix A. Use
A <- matrix( c(1,3,2,4), nrow=2, ncol=2)
to get a 2x2 matrix with columns (1;3) and (2;4), rows (1,2),(3,4).
- Function deduct.R to solve HW 1 problem 6.
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Standard C program deduct2.c for the sequence
counting example done in class.
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Standard C program anova.c for single-factor
analysis of variance with unequal replication.
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Standard C program anova2.c for two-factor
analysis of variance with equal replication.
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Standard C program anova3.c for three-factor
analysis of variance with equal replication.
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Standard C program m2anova2.c for bi-variate
two-factor analysis of variance with equal replication.
- Three-way ANOVA formulas.
- Three-way ANOVA SAS
documentation.
- Download old free MatLab (for
Windows or Linux PCs) from this site.
- Open-source software R
for statistical computing, and its manual.
- Download R from WUStL's software
archive.
- R program test.R with function "runs.test" to compute
the nonparametric runs test for serial randomness. Call it using
runs.test(x)
where x is a factor time series with two levels. Source:
R project tseries home page
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Syllabus
Topics. This is a second course in elementary statistics with
applications to life sciences and medicine. It reviews basic statistics using
biological and medical examples. New topics include incidence and prevalence,
medical diagnosis, sensitivity and specificity, Bayes rule, decision
making, maximum likelihood, logistic regression, ROC curves and survival
analysis. Each student will be required to perform and write a report on a
data analysis project.
Prerequisites. SAS-based section of Math 320 with a grade of B+ or
better, or the permission of the instructor.
Time. Classes meet Mondays, Wednesdays and Fridays, 10:00 am to 11:00 am,
in Earth & Planetary Sciences, Room 203.
Text. The lectures will follow Biostatistical
Analysis, fourth edition, by Jerrold Zar, ISBN 013081542X, Prentice
Hall, 1999.
Supplementary reading:
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The
Analysis of Variance by Hardeo Sahai and Mohammed I. Ageel. ISBN
0-8176-4012-6, Birkhaeuser, 2000.
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Manual for
R, an
open-source statistical computing software package.
Homework. You are encouraged to collaborate on homework and to
work additional exercises from the indicated problem sections, although the
homework grade will be based only on the exercises listed below. Please
return your solutions to the instructor by the end of class. Problem sets
will be assigned as follows:
- HW #1, due Fri, Jan 25
(Solutions) (see NEWS)
- HW #2, due Fri, Feb 1
(Solutions) (see NEWS)
- HW #3, due Fri, Feb 8
(Solutions)
- HW #4, due Fri, Feb 15
(hw04data.txt)
(Solutions)
- HW #5, due Fri, Feb 29
(hw05data.txt)
(Solutions)
- HW #6, due Fri, Mar 7
(hw06data.txt)
(Solutions)
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- HW #7, due Fri, Mar 21
(hw07data.txt)
(hw07out.txt)
(hw07refs.txt)
(Solutions)
- HW #8, due Fri, Mar 28
(hw08data.txt)
(Solutions)
(hw08out.txt)
- HW #9, due Fri, Apr 4
(hw09data.txt)
(Solutions)
(hw09out.txt)
- HW #10, due Fri, Apr 11
(hw10data.txt)
(Solutions)
(hw10out.txt)
- HW #11, due Fri, Apr 18
(Solutions)
(hw11out.txt)
- HW #12, due Fri, Apr 25
(hw12data.txt)
(Solutions)
(hw12out.txt)
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Solutions are due at the end of class on the due date. Late homework
will not be accepted.
Tests. There will be one midterm examination (model solutions) in class on
Friday, February 22nd, 2008. There will be one cumulative take-home
final examination (with machine-readable data) (Solutions)(R output) emphasizing
the remaining
material. It is due on Monday, May 5th, 2008, at 3:00 pm, in Cupples I,
room 100 (the Mathematics Department office).
Project. There will be one data analysis project due at 3:00 pm
on Friday, May 2nd, 2008. Late projects
will not be accepted. Projects may be selected from this list, or chosen by the student with the prior
approval of the instructor.
Grading. One score will be assigned for homework, one for the
midterm examination, one for the final examination, and one for the term
project. These four will contribute in respective shares of 40%, 20%, 20%,
and 20% to the course score. Letter grades, computed from the course score,
will be at least the following:
| Course score at least: | 90% | 80% | 70% | 60% |
Letter grade at least: | A | B | C | D |
Students taking the Cr/NCr or P/F options will need a grade of D or better to
pass.
Computing. Students are encouraged to use SAS and the computers available
in the Arts and Sciences Computing
Center for both symbolic and numerical computations.
Office Hours. Mondays and Fridays 4-5pm, or by
appointment.
Questions? Return to
M. Victor Wickerhauser's home page for contact information.