Precision of warm's weighted likelihood estimates for a polytomous model in computerized adaptive testing

Authors
Citation
Sd. Wang et Ty. Wang, Precision of warm's weighted likelihood estimates for a polytomous model in computerized adaptive testing, APPL PSYC M, 25(4), 2001, pp. 317-331
Citations number
42
Categorie Soggetti
Psycology
Journal title
APPLIED PSYCHOLOGICAL MEASUREMENT
ISSN journal
01466216 → ACNP
Volume
25
Issue
4
Year of publication
2001
Pages
317 - 331
Database
ISI
SICI code
0146-6216(200112)25:4<317:POWWLE>2.0.ZU;2-G
Abstract
This monte carlo study evaluated the relative accuracy of Warm's (1989) wei ghted likelihood estimate (VALE) compared to the maximum likelihood estimat e (MLE), expected a posteriori (EAP) estimate, and maximum a posteriori (MA P) estimate. The generalized partial-credit model was used under a variety of computerized adaptive testing (CAT) conditions. The results indicated th at WLE was more accurate than MLE with a fixed-length CAT, consistent with previous findings. WLE and MLE had smaller bias and larger standard errors than EAP and MAP. EAP was more accurate than MAP in a variety of CAT condit ions. Although root mean squared errors were different among the four estim ation methods, no statistically significant mean differences were found. EA P and MAP had advantages over WLE and MLE in terms of test efficiency. Thes e results suggest that the test termination rule has more impact on the acc uracy of theta estimation methods than does the item bank size.