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    Empirical Comparisons of Analytic Strategies for MIMIC DIF Analysis: A Potential Solution for Biased Anchor Set

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    https://www.riss.kr/link?id=A104517159

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    다국어 초록 (Multilingual Abstract) kakao i 다국어 번역

    The purpose of this Monte Carlo study was to evaluate the performance of the multiple indicators and multiple causes (MIMIC) confirmatory factor analysis (CFA) for detecting differential item functioning (DIF). Specifically, this study compared different application strategies including two conventional testing approaches (forward-inclusion, backward-elimination) and five test statistic values (uncorrected or Bonferroni-corrected LR, △CFI of 0.01 or 0.002, △SRMR of 0.005) across conditions of different item type, test length, sample size, impact, and DIF type and DIF size in a target item and an anchor set. In addition, the author proposed an alternative testing approach (effects-coded backward-elimination) as a potential solution for arbitrary choice of a DIF-free anchor set. Simulation results indicated that when an anchor set was truly biased, only the proposed approach performed adequately under several conditions. False positive rates were controlled at the nominal alpha level (with Bonferroni-corrected LR) or slightly inflated (with uncorrected LR) as the DIF contamination rate in a scale decreased.
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    The purpose of this Monte Carlo study was to evaluate the performance of the multiple indicators and multiple causes (MIMIC) confirmatory factor analysis (CFA) for detecting differential item functioning (DIF). Specifically, this study compared differ...

    The purpose of this Monte Carlo study was to evaluate the performance of the multiple indicators and multiple causes (MIMIC) confirmatory factor analysis (CFA) for detecting differential item functioning (DIF). Specifically, this study compared different application strategies including two conventional testing approaches (forward-inclusion, backward-elimination) and five test statistic values (uncorrected or Bonferroni-corrected LR, △CFI of 0.01 or 0.002, △SRMR of 0.005) across conditions of different item type, test length, sample size, impact, and DIF type and DIF size in a target item and an anchor set. In addition, the author proposed an alternative testing approach (effects-coded backward-elimination) as a potential solution for arbitrary choice of a DIF-free anchor set. Simulation results indicated that when an anchor set was truly biased, only the proposed approach performed adequately under several conditions. False positive rates were controlled at the nominal alpha level (with Bonferroni-corrected LR) or slightly inflated (with uncorrected LR) as the DIF contamination rate in a scale decreased.

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    참고문헌 (Reference)

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    2 Fleishman,J.A, "Using MIMIC models to assess the influence of differential item functioning"

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    4 Christensen, H, "The “common cause hypothesis” of cognitive aging: Evidence for not only a common factor but also specific associations of age with vision and grip strength in a cross-sectional analysis" 16 : 588-599, 2001

    5 Finch,H, "The MIMIC model as a method for detecting DIF: Comparison with Mantel-Haenszel, SIBTEST and the IRT likelihood ratio test" 29 : 278-295, 2005

    6 Byrne, B. M, "The MACS approach to testing for multigroup invariance of a second-order structure: A walk through the process" 13 : 287-321, 2006

    7 Woods, C. M., "Testing for nonuniform differential item functioning with multiple indictor multiple cause models" 35 : 339-361, 2011

    8 Woods,C.M, "Testing for differential item functioning with measures of partial association" 33 : 538-554, 2009

    9 Cheung, G. W, "Testing factorial invariance across groups: A reconceptualization and proposed new method" 25 : 1-27, 1999

    10 McDonald,R.P, "Test theory: Unified treatment" Lawrence Erlbaum Associates 1999

    1 MacIntosh, R., "Variance estimation for converting MIMIC model parameters to IRT parameters in DIF analysis" 27 : 372-379, 2003

    2 Fleishman,J.A, "Using MIMIC models to assess the influence of differential item functioning"

    3 Lee,J, "Type I error and power of the MACS CFA for DIF detection: Methodological issues and resolutions" University of Kansas 2009

    4 Christensen, H, "The “common cause hypothesis” of cognitive aging: Evidence for not only a common factor but also specific associations of age with vision and grip strength in a cross-sectional analysis" 16 : 588-599, 2001

    5 Finch,H, "The MIMIC model as a method for detecting DIF: Comparison with Mantel-Haenszel, SIBTEST and the IRT likelihood ratio test" 29 : 278-295, 2005

    6 Byrne, B. M, "The MACS approach to testing for multigroup invariance of a second-order structure: A walk through the process" 13 : 287-321, 2006

    7 Woods, C. M., "Testing for nonuniform differential item functioning with multiple indictor multiple cause models" 35 : 339-361, 2011

    8 Woods,C.M, "Testing for differential item functioning with measures of partial association" 33 : 538-554, 2009

    9 Cheung, G. W, "Testing factorial invariance across groups: A reconceptualization and proposed new method" 25 : 1-27, 1999

    10 McDonald,R.P, "Test theory: Unified treatment" Lawrence Erlbaum Associates 1999

    11 Bollen,K.A, "Structural equations with latent variables" Wiley 1989

    12 Barrett,P, "Structural equation modeling: Adjusting model fit" 42 : 815-824, 2007

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    15 Chen,F.F, "Sensitivity of goodness of fit indexes to lack of measurement invariance" 14 : 464-504, 2007

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    17 SAS Institute, "SAS/STAT 9.2 user's guide" SAS Institute Inc 2002

    18 Meade, A. W, "Power and sensitivity of alternative fit indices in test of measurement invariance" 93 : 568-592, 2008

    19 González-Romá, V, "Power and Type I error of the mean and covariance structure analysis model for detecting differential item functioning in graded response items" 41 : 29-53, 2006

    20 Mehta, P. D, "People are variables too: Multilevel structural equations modeling" 10 : 259-284, 2005

    21 Teresi,J.A, "Overview of quantitative measurement methods: Equivalence, invariance, and differential item functioning in health applications" 44 : 39-49, 2006

    22 Muthén, L.K, "Mplus user’s guide. (6th Ed.)" Muthén & Muthén 1998

    23 Lee, J, "Methodological issues in using structural equation models for testing differential item functioning, in Cross-cultural data analysis: Methods and applications" Routledge 57-86, 2010

    24 Camilli, G, "Measurement methods for the social sciences series: Methods for identifying biased test items (Vol. 4)" Sage 1994

    25 Raju, N. S., "Measurement equivalence: A comparison of methods based on confirmatory factor analysis and item response theory" 87 : 517-529, 2002

    26 Little,T.D, "Mean and covariance structures (MACS) analyses of cross-cultural data: Practical and theoretical issues" 32 : 53-76, 1997

    27 Muthén, B. O, "Latent variable analysis with categorical outcomes: Multiple-group and growth modeling in Mplus" University of California and Muthén & Muthén 2002

    28 Muthén, B. O., "Instructionally sensitive psychometrics: Application of a new IRT-based detection technique to mathematics achievement test items" 28 : 1-22, 1991

    29 Fleishman, J. A, "Impact of differential item functioning on age and gender differences in functional disability" 57 : 275-283, 2002

    30 Woods, C. M, "Illustration of MIMIC-Model DIF Testing with the Schedule for Nonadaptive and Adaptive Personality" 31 : 320-330, 2009

    31 Jones,R.N, "Identification of measurement differences between English and Spanish language versions of the Mini-Mental State Examination: Detecting differential item functioning using MIMIC modeling" 44 : 124-133, 2006

    32 Raudenbush, S. W, "Hierarchical linear models: Applications and data analysis methods (2nd ed.)" Sage 2002

    33 Millsap, R. E, "Four unresolved problems in studies of factorial invariance, in Contemporary psychometrics" Lawrence Erlbaum Associates, Inc 153-172, 2005

    34 Stark, S, "Examining the effects of differential item/test functioning (DIF/DTF) on selection decisions: When are statistically significant effects practically important" 89 : 497-508, 2004

    35 Woods,C.M, "Evaluation of MIMIC-model methods for DIF testing with comparison to two-group anlaysis" 44 : 1-27, 2009

    36 Cheung, G. W., "Evaluating goodness-of-fit indexes for testing measurement invariance" 9 : 233-255, 2002

    37 Samejima,F, "Estimation of latent ability using a response pattern of graded scores"

    38 Jöreskog, K. G, "Estimation of a model with multiple indicators and multiple causes of a single latent variable" 10 : 631-639, 1975

    39 Finch, H, "Estimation of MIMIC model parameters with multilevel data" 18 : 229-252, 2011

    40 Navas-Ara, M. J, "Effects of ability scale purification on identification of DIF" 18 : 9-15, 2002

    41 Stark, S., "Detecting differential item functioning with confirmatory factor analysis and item response theory: Toward a unified strategy" 91 : 1292-1306, 2006

    42 Dorans, N. J, "DIF detection and description: Mantel Haenszel and standardization, in Differential Item Functioning" Lawrence Erlbaum 35-66, 1993

    43 Brannick,M.T, "Critical comments on applying covariance structure modeling" 16 : 201-213, 1995

    44 Reise, S. P, "Confirmatory Factor Analysis and item response theory: Two approaches for exploring measurement invariance" 114 : 552-566, 1993

    45 Everson, H. T, "Beyond individual differences: Exploring school effects on SAT scores" 39 : 157-172, 2004

    46 Gallo, J. J, "Age differences in the symptoms of depression: A latent trait analysis" 49 : 251-264, 1994

    47 Mellenbergh, G. J, "A unidimensional latent trait model for continuous item responses" 29 : 223-237, 1994

    48 Mackinnon, A., "A short form of the Positive and Negative Affect Schedule: Evaluation of factorial validity and invariance across demographic variables in a community sample" 27 : 405-416, 1999

    49 Vandenberg, R. J, "A review and synthesis of the measurement invariance literature: Suggestions, practices, and recommendations for organizational research" 3 : 4-69, 2000

    50 Kamata, A., "A note on the relation between factor analytic and item response theory models" 15 : 136-153, 2008

    51 Little, T. D., "A non-arbitrary method of identifying and scaling latent variables in SEM and MACS models" 13 : 59-72, 2006

    52 Sörbom,D, "A general method for studying differences in factor means and factor structure between groups" 27 : 229-239, 1974

    53 Maydeu-Olivares, A, "A cautionary note on using G2 (dif) to assess relative model fit in categorical data analysis" 41 : 55-64, 2006

    54 Meade, A. W, "A Monte-Carlo study of confirmatory factor analytic tests of measurement equivalence/ invariance" 11 : 60-72, 2004

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    2022 평가 계속평가 신청대상 (등재유지)
    2017-01-01 등재 우수등재학술지 선정 (계속평가)
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    2008-06-23 학술지명변경 외국어명 : The Korean Journal of Psychology -> Korean Journal of Psychology: General KCI등재
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    기준연도 WOS-KCI 통합IF(2년) KCIF(2년) KCIF(3년)
    2016 1.31 1.31 1.63
    KCIF(4년) KCIF(5년) 중심성지수(3년) 즉시성지수
    2.13 2.1 2.669 0.8
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