Tentative Syllabus for STA5205: Experimental Design Spring, 2003 Professor: Dr. Lorrie Hoffman Office: CCII-208 Hours: MW 2:00 - 2:50 pm ; F noon- 3:00 pm (and by appt) Phone: 407-823-5525 (office) 407-207-2643 (home, after 8am before 10pm) Fax: 407-823-3930 or 407-207-2643 Email: hoffman@mail.ucf.edu WEBpage: http://pegasus.cc.ucf.edu/~hoffman Text: Design and Analysis of Experiments, Dean and Voss, 1999 Supplementary Resources: Find these clickables at website http://pegasus.cc.ucf.edu/~hoffman via “Info on Courses” and “Design of Exp..” http://www.wright.edu/~dan.voss/bookdata/data.html; http://www.wright.edu/~dan.voss/book/sas/programs/chs03t0 9.html Note: these sites contain the datasets and SAS programs used in the Dean and Voss textbook. Note: this site is a power and sample size calculator: http://www.stat.uiowa.edu/~rlenth/Power/index.html By following the links on my webpage you find a set of lecture notes - the viewgraphs. Attendance: not required, but I suspect there is a strong positive correlation between number of days present and high grades. DO NOT MISS AN EXAM (except under uncontrollable circumstances and then contact me prior to exam time). Meet MW 5:30 - 6:45pm in CL-105. Note: There are copies of last year’s course lectures on video available in the library at the 3rd floor AV desk but priority for viewing will be given to the off-campus students registered in the video section. The overheads (viewgraphs) on the first four or five tapes are not very viewable so it is imperative that you download a copy of these off my webpage prior to attempting to view those tapes. Special Instructions for Video Viewers: Those taking this via videotape should contact me about arranging to take the midterm and final if you can not make it during normal class hours. You should try to present the results of your experiment to the live class during the finals week session. If you can not do this then please arrange to get me a videotape of yourself explaining your experiment and the results. There are no videotapes of the computer laboratory sessions so if you have trouble understanding SAS by merely reading the Dean and Voss textbook then please contact me. Computer Software: We will be doing analysis of the data with the Statistical Analysis System (SAS) version 8.1, available to us in two ways: 1) at the Olympus terminals in CC2 on the first floor, 2) on a CDrom which I supply to you and you may install on your home system. Homework: The problems below are found in the Dean and Voss book. For each problem involving data please do the following (in addition to the instructions in the text): if feasible, do calculations by hand and then also run the data analysis via SAS, select typical multiple comparisons and execute all appropriate solution approaches that I have discussed in class, also check assumptions and illustrate data of interest by plotting these. Note that data and programs can be viewed and downloaded from the websites referenced above. Late assignments are not accepted; but partially finished ones are. Collaboration with fellow students is encouraged on homework. Testing and Assignments: There will be an in-class midterm and an in-class final each worth 25% of your grade. Exams are open-book, open note. Additionally, on exam days I expect you to bring all of your homework (those problems assigned below) to class. At that time I will ask for one or two of the problems which account for an additional 30% of your grade: 15% at midterm time and 15% at final time. The write-up of your proposed experiment will count for 10% and the presentation of your results in a talk to the class during finals week will be another 10%. One optional extra class session will be held to “use each other as experimental units” to facilitate data acquisition, i.e. to conduct your experiment. Collaboration on the in-class examinations is not permitted. Cheating warrants an F for the course. Grading: A=92 to 100; A-=90 to 91.9 B+=88 to 89.9 B=82 to 87.9 B-=80 to 81.9 C+=78 to 79.9 C=72 to 77.9 C-=70 to 71.9 D+=68 to 69.9 D=62 to 67.9 D-=60 to 61.9 F=below 60; I reserve the right to curve down. DATE CLASS COVERS ASSOCIATED PROBLEMS 1/6 ch.s 1&2 Think of data that you could collect from the class and go through the checklist on page 8 of Dean and Voss explaining how each item relates to your experiment 1/8 3.1-3.5 CH.3 4, 14 1/13 3.6-3.7, 4.1-4.3 CH.3 17; CH.4 3 1/15 4.4-4.5 CH.4 11 1/20 MLK b-day Holiday--NO CLASS 1/22 lab - 3.8, 4.6 1/27 5.1-5.4 CH.5 1 1/29 5.5-5.7 2/3 6.1-6.3 CH.6 2, 7 2/5 6.5 CH.6 8bd (omit line 3 of data, do 2-way additive with linear trend on time) 2/10 lab 5.8, 6.8 2/12 review & HW 2/17 midterm ch1-6 2/19 6.6 2/24 6.7(omit 6.7.3) CH.6 8 (as is) 2/26 7.1-7.4 2/28 Drop date 3/3 7.5-7.6(omit 7.5.3,7.6.2,7.7.4) CH.7 5 do as 3x2x3 (ignore D factor), treat as raw data; show ANOVA h)do trend like figure 7.7 3/5 lab 7.7 3/10 10.1-10.6 proposal due 3/12 10.7-10.8 CH.10 6 3/17-21 Spring Break 3/24 11.1-11.4 3/26 13.1-13.3 CH.11 11 3/31 lab 10.9 4/2 13.4-13.10 CH.13 2 4/7 15.1-15.2 CH.13 8(omit b) 4/9 lab 13.11 4/14 13.4-13.10 CH.13 2 4/16 review & HW CH 15 1 4/21 final ch 7,10,11,13 4/2? 4 - 7 p.m. Oral presentation of experiment results