EDMS 738: Bayesian Inference & Measurement Models |
Intended Schedule, as of October 18, 2007 |
Fall 2007 |
Robert J. Mislevy |
Class/Date |
Topic |
|
Assignment Due Friday |
#1 9/10 |
Introductions & Overview; ECD models |
"Psychometric
Principles" pp. 1-25
BDA, Sections 1.7,1.9-1.11 BEIM, Ch 1 |
1 paragraph description of yourself |
#2 9/17 |
Probability concepts; Intro to Bayes nets |
Download MSBNx “Evidence & inference” pp. 1-45
Probability review: DAR, 2.1- 2.5; BNEA,
|
|
#3 9/24 |
Propagation in Bayes nets Bayes nets examples |
BNEA,
Edwards (1998) esp. 420-426 Re graphical models: BNEA,
|
|
#4 10/1 |
Cognitive diagnosis |
“Role of
prob-based inference in an ITS”
BNEA,
“Making sense of data…” |
Bayes net problems Download WinBUGS |
#5 10/8 |
General Bayesian model / MCMC estimation 1 |
BNEA, 9.1;
BDA 2.6, 3.1-3.4, 14.1-14.2 BEIM Ch 3-5 |
|
#6 10/15 |
MCMC estimation 2 Student problem presentations begin |
BNEA,
9.2, 9.3, & 9.5
Sindharay BDA 11.1-11.6 |
|
#7 10/22 |
Classical Test Theory 1 |
"Psychometric
Principles" pp. 26-38
DAR,
|
BUGS problems |
#8 10/29 |
Classical Test Theory 2 Preposterior distributions |
DAR,
Sindharay & Johnson; BDA 6.1-6.5, 6.7 DAR,
|
|
#9 11/5 |
Classical Test Theory 3 Preposterior distributions |
DAR,
Sindharay & Johnson; BDA 6.1-6.5, 6.7 DAR,
|
|
#10 11/12 |
IRT 1 |
"Psychometric
Principles" pp. 41-45
DAR,
|
|
#11 11/19 |
IRT 2
|
"Psychometric
Principles" pp. 45-47
|
|
#12 11/26 |
Latent class analysis
|
BNEA, Ch 9, Sec
9.2, 9.3, & 9.5
|
|
#13 12/3 |
Factor analysis |
|
|
#14 12/10
|
Missing data |
BDA, Ch 21 |
Term Paper Due 12/19 |
Notes
For readings, bold indicates primary readings; others
are supplemental.
Page numbers for articles
refer to online research report versions.
BDA = Gelman, Carlin, Stern, & Rubin’s Bayesian Data Analysis, 2nd edition.
BNEA = Almond, Mislevy,
Steinberg, Williamson, & Yan’s Bayes nets in
educational assessment.
DAR = Mislevy, Mazzeo, Lim, & Kulick’s Design, analysis, and reporting in large-scale assessment.
BIEM = Levy's Bayesian inference in educational measurement.