1 남현우, "서답형이 포함된 행렬표집 가교문항 설계에서 베이지안 IRT 동등화의 위계적 모형화 가능성" 한국교육평가학회 30 (30): 639-664, 2017
2 남현우, "비 최적조건의 행렬표집설계에서 베이지안 동등화의 최소조건 탐색" 한국교육평가학회 28 (28): 1177-1201, 2015
3 남현우, "고부담시험에서 문항노출위험과 동등화편차를 최소화 할 수 있는 행렬표집설계 방안" 한국교육평가학회 22 (22): 633-657, 2009
4 Spiegelhalter, D. J., "WinBUGS version 1.4 user manual" MRC Biostatistics Unit 2003
5 Ames, A. J., "Using SAS Proc MCMC for item response theory models" 75 (75): 585-609, 2015
6 Keller, L. A., "The long-term sustainability of IRT scaling methods in mixed-format test" 50 (50): 390-407, 2013
7 Kolen, M. J., "Test equating, scaling, and linking-methods and practice-" Springer 2014
8 Kieftenbeld, V., "Recovery of graded response model parameters : a comparison of marginal maximum likelihood and Markov Chain Monte Carlo estimation" 36 (36): 399-419, 2012
9 Gelman, A., "Prior distributions for variance parameters in hierarchical models" 1 (1): 515-534, 2006
10 Wang, W., "Mixed-format test score equating: effect of item-type multi-dimensionality, length and composition of common-item set, and group ability difference" University of Iowa 2013
1 남현우, "서답형이 포함된 행렬표집 가교문항 설계에서 베이지안 IRT 동등화의 위계적 모형화 가능성" 한국교육평가학회 30 (30): 639-664, 2017
2 남현우, "비 최적조건의 행렬표집설계에서 베이지안 동등화의 최소조건 탐색" 한국교육평가학회 28 (28): 1177-1201, 2015
3 남현우, "고부담시험에서 문항노출위험과 동등화편차를 최소화 할 수 있는 행렬표집설계 방안" 한국교육평가학회 22 (22): 633-657, 2009
4 Spiegelhalter, D. J., "WinBUGS version 1.4 user manual" MRC Biostatistics Unit 2003
5 Ames, A. J., "Using SAS Proc MCMC for item response theory models" 75 (75): 585-609, 2015
6 Keller, L. A., "The long-term sustainability of IRT scaling methods in mixed-format test" 50 (50): 390-407, 2013
7 Kolen, M. J., "Test equating, scaling, and linking-methods and practice-" Springer 2014
8 Kieftenbeld, V., "Recovery of graded response model parameters : a comparison of marginal maximum likelihood and Markov Chain Monte Carlo estimation" 36 (36): 399-419, 2012
9 Gelman, A., "Prior distributions for variance parameters in hierarchical models" 1 (1): 515-534, 2006
10 Wang, W., "Mixed-format test score equating: effect of item-type multi-dimensionality, length and composition of common-item set, and group ability difference" University of Iowa 2013
11 de la Torre, J., "Item Response Theory equating using Bayesian informative priors" 2001
12 Hu, H., "Investigation of IRT-based equating methods in the presence of outlier common items" 32 (32): 311-333, 2008
13 Kim, S., "IRT fixed parameter calibration and other approaches to maintaining item parameters on a common ability scale"
14 Kim, J., "Estimating Item Response Theory models using Markov Chain Monte Carlo methods"
15 Marcoulides, K. M., "Careful with those priors : A note on Bayesian estimation in two-parameter logistic IRT models" 16 (16): 92-99, 2018
16 Fox, J. -P., "Bayesian Item Response modeling: theory and application" Springer 2010
17 Curtis, S. M., "BUGS code for Item Response Theory" 36 (36): 1-34, 2010
18 Sheng, Y., "An empirical investigation of Bayesian hierarchical modeling with unidimensional IRT models" 40 (40): 19-40, 2013
19 Patz, R. J., "A straightforward approach to Markov Chain Monte Carlo methods for Item Response Theory" 24 (24): 146-178, 1999
20 Sheng, Y., "A sensitivity analysis of Gibbs sampling for 3-PNO IRT models : effects of prior specifications on parameter estimates" 37 (37): 87-110, 2010
21 Dai, Y., "A mixture Rasch model with a covariate : a simulation study via Bayesian Markov Chain Monte Carlo estimation" 37 (37): 375-396, 2013
22 Wang, X., "A Bayesian method for studying DIF : A cautionary tale filled with surprises and delights" 33 (33): 363-384, 2008