THE WAIS-III AS A ONE-FACTOR TEST in .NET

Creation ANSI/AIM Code 128 in .NET THE WAIS-III AS A ONE-FACTOR TEST
THE WAIS-III AS A ONE-FACTOR TEST
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Does just one factor (general intelligence, or g) underlie the WAIS-III Both The Psychological Corporation (1997) and Ward, Ryan, & Axelrod (2000) attempted to answer that key question with confirmatory factor analysis, a sophisticated
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FACTOR ANALYSIS OF THE WAIS-III
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empirical approach that pits various possible factor solutions against each other to see which one emerges victorious. The Psychological Corporation considered the five alternative solutions listed in Table 7.1 and Ward et al. considered the six solutions listed in Table 7.2. The two sets of models that were analyzed by The Psychological Corporation and Ward et al. were largely similar, but with some slight variations. The Psychological Corporation s five models ranged from 1-factor to 5-factors and Ward et al. s models included only 1- to 4-factors with variations in the 2- and 3factor models. In addition to studying the models underlying the 13 subtests, as The Psychological Corporation did, Ward et al. also investigated corresponding models with the 11 WAIS-III subtests that are used in the IQ calculations. Both The Psychological Corporation and Ward et al. investigated their competing models
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using data from the total standardization sample, ages 16 to 89 years, as well as five age groups (ages 16 to 19, 20 34, 35 64, 65 74, and 75 to 89). Both sets of authors also used several statistics to compare the various models (e.g., chi-square, adjusted goodness-of-fit index, comparative-fitindex). When the multiple-factor models are compared to the one-factor model, the multiplefactor models come out clearly ahead. Significant improvements in fit were found with the two-, three-, and four-factor models over the one-factor model. This finding was supported across the age groups. Based on practical and empirical considerations, neither The Psychological Corporation (1997) nor Ward et al. (2000) consider the WAIS-III to be primarily a one-factor test. The evidence is too compelling in support of multiple factors underlying the WAIS-III.
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TABLE 7.1
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Organization of 13 WAIS-III subtests in The Psychological Corporation s (1997) confirmatory factor analysis models Subtest Vocabulary Similarities Information Comprehension Picture Completion Block Design Matrix Reasoning Picture Arrangement Arithmetic Digit Span Letter-Number Sequencing Digit Symbol-Coding Symbol Search Model 1 Model 2 Model 3 Model 4 Model 5 (1 Factor) (2 Factors) (3 Factors) (4 Factors) (5 Factors) g g g g g g g g g g g g g V V V V P P P P V V V P P VC VC VC VC PO PO PO PO VC WM WM WM WM VC VC VC VC PO PO PO PO WM WM WM PS PS VC VC VC VC PO PO PO PO Q WM WM PS PS
NOTE: g = general factor; P = Performance; V = Verbal; VC = Verbal Comprehension; PO = Perceptual Organization; FD = Freedom from Distractibility; WM = Working Memory; PS = Processing Speed; Q = Quantitative Ability. Based on The Psychological Corporation s analyses of the total standardization sample, ages 16 89 years (N = 2,450), the best solution is Model 4.
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INTEGRATION AND APPLICATION OF WAIS-III RESEARCH
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TABLE 7.2 Organization of 13 WAIS-III subtests in Ward, Ryan, and Axelrod s (2000) confirmatory factor analysis models
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Subtest Vocabulary Similarities Information Comprehension Picture Completion Block Design Matrix Reasoning Picture Arrangement Arithmetic Digit Span Letter-Number Sequencing Digit Symbol-Coding Symbol Search Model 1 g g g g g g g g g g g g g Model 2A V V V V P P P P V V V P P Model 2B VC VC VC VC P P P P P P P P P Model 3A VC VC VC VC PO PO PO PO FD FD FD FD FD Model 3B VC VC VC VC PO PO PO PO FD FD FD PO PO Model 4 VC VC VC VC PO PO PO PO WM WM WM PS PS
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NOTE: g = general factor; P = Performance; V = Verbal; VC = Verbal Comprehension; PO = Perceptual Organization; FD = Freedom from Distractibility; WM = Working Memory; PS = Processing Speed. Based on Ward et al. s (2000) analyses of the two-factor solutions, the best solution is Model 2B; based on analysis of the three-factor solutions, Models 3A and 3B were equally viable; and based on comparison of the two-, three-, and four-factor solutions, both the three- and four-factor models were equally viable and provided better fits than the two-factor models.
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