STAT 512
Design and Analysis of Experiments
Spring
11:15-12:05
Course Personnel:
Professor: Naomi Altman naomi@stat.psu.edu ; 312 Thomas 865-3791
Web Page: http://www.stat.psu.edu/~naomi/stat512/
- office hours, homework and exam solutions, practice exams, exam times, homework hints and corrections, etc. will be posted here
Texts:
Required: Applied Linear Statistical Models, 4th Edition Neter, Kutner, Nachtsheim, and Wasserman (NKNW) 1996 Irwin, Inc. or 5th Edition Kutner, Nachtsheim, Neter and Li 2005, McGraw-Hill/Irwin.
There will also be handouts for material not covered by the textbook.
Prerequisites: STAT 511 or permission of the professor.
STAT 512 is intended primarily for first-year students in the Department of Statistics, but qualified students from other departments are welcome to attend. We will assume familiarity with elementary applied statistics, elementary probability theory, basic calculus and some matrix algebra, particularly the material in Chapter 5 of the text.
Auditors
Auditors are encouraged to participate fully in lectures but may not turn in material for grading.
Computing
We will use the SAS Statistical Analysis System. A brief SAS tutorial will be part of the first homework.
Homework
Weekly assignments are designed to help you assimilate and practice the techniques covered in class and to prepare you for the material to come. Some small assignments may be given in any class. These are to prepare you for class and are due as you come into class. Longer assignments are due at the start of Friday’s lecture but may be turned in as late as Friday at 2:30. (They can be placed in my mailbox.)
Homework, data and sample SAS commands will be posted to the Web. Homework should be typed. SAS output should be downloaded to a word processor and edited appropriately. Equations and other mathematical notation can be added by hand as needed.
Students are encouraged to discuss homework, but the work you hand in must be your own. Copying will be penalized.
Late assignments will be allowed only with the permission from Prof. Altman, documented by a note or e-mail. Permission will be granted only in cases of medical or family emergencies, or conflicting university commitments. You are welcome to check with Prof. Altman if you feel that you need an extension.
Exams
Dates (subject to change):
MidTerm Exam 1 week of Feb. 18 (evening)
MidTerm Exam 2 week of Mar. 24 (evening)
Final Exam week of May 5
Grade Breakdown
homework 25%
mid-term 1 20%
mid-term 2 20%
final exam 35%
Minimum total for letter grade
60 65 70 75 81 86 90
C C+ B- B B+ A- A
All
Statistics 512
Design and Analysis of Experiments
Syllabus
|
Topic |
Text 4th Edition |
Text 5th Edition |
|
Design of Experiments and Observational Studies |
26** Kuehl Chap. 1 |
15 Kuehl Chap. 1 |
|
Planning for One-sample and 2-sample Tests |
||
|
Planning for Linear Regression Analysis |
||
|
Regression with Indicator Variables |
11 |
8.3-8.7 |
|
One-way Fixed Treatment Designs |
16.6 – 16.11, 18.1 - 18.6 |
16.1-16.6,16.8 |
|
Equivalent Forms of Coding Categories |
11.6 + computer manuals |
16.1,16.7 |
|
Analysis of Treatment Effects |
17 |
17 |
|
Analysis of Covariance |
25 |
22 |
|
Two-Factor Fixed Treatment Designs |
19, 20, 21, 23 |
19,25 |
|
Multifactor Fixed Treatment Designs |
23 |
24 |
|
Confounded Designs |
31 |
29 |
|
Response Surface Designs |
32 |
30 |
|
Random and Mixed Effects |
24 |
25 |
|
Design of Randomization |
26 |
15.3,15.4 |
|
Randomized Complete Block Design |
27 |
21 |
|
Nested Design |
28 |
26 |
|
Split Plot Design |
29.6 |
27.6 |
|
Incomplete Blocks |
Kuehl Chap. 9 |
28.1, 28.2 |
|
Latin Square Design |
30 |
28.3-28.7 |
|
Repeated Measures and Longitudinal Studies |
29 |
28.9 |
|
Sequential Experiments |
||
|
Other Advanced Topics (time permitting) |
**Chapter 15 of the 5th edition is preferable.
Some Very Important Vocabulary
Research program
Population of interest
Study population
Experiment
Comparative Experiment
Controlled Experiment
Observational Experiment
Prospective Study
Retrospective Study
Treatments
Factors
Levels
Experimental units
Experimental error
Response variable(s)
Covariate
Control treatment
Treatment Design
Experiment(al unit) Design
Replication
Efficiency
Power
Block