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. Author manuscript; available in PMC: 2010 May 10.
Published in final edited form as: Clin Neuropsychol. 2009 Aug;23(6):944–961. doi: 10.1080/13854040802681664

Table 3.

Factor loadings of P(r)VLT indices using varimax rotation: Eigenvalues and percentage of variancea

Factor loading

1 2 3 4
Delay Free Intrusions Recognition Communality
Long Delay Cued Recall .86 .19 −.09 .03 .74
Long Delay Free Recall .85 .12 −.14 −.05 .70
Short Delay Free Recall .85 .06 −.05 −.03 .77
Short Delay Cued Recall .81 .22 −.05 .05 .78
Interference Free Recall .10 .91 −.16 .01 .71
Total 1–5 Free Recall .45 .73 .13 −.03 .73
Free Intrusions Total .02 −.16 .82 −.16 .86
Cued Intrusions Total −.22 .10 .77 .24 .77
Recognition Hits .31 .06 −.16 .81 .81
Recognition False Positives −.37 .08 .25 .77 .76
 Eigenvalues 3.86 1.44 1.23 1.09
 % of variance 38.62 14.43 12.26 10.93
a

Principal component analysis using varimax rotation (five iterations) with exclusion of eigenvalues < 1.0 assessed the underlying structure of the P(r)VLT indices in the dementia sample. These factors were converted to composite z-scores based on the ND sample. The four composites have adequate normative properties for analysis purposes (i.e., Delay Free Recall skewness = .99, kurtosis = .91; Immediate Free Recall skewness = −.11, kurtosis = −.17; Intrusions skewness = −1.11, kurtosis = 2.08; Recognition skewness = .27, kurtosis = −.19).