One - way and two - way arrows
indicate factor loadings and between - factor correlations, respectively.
In the figure, left sided arrows
indicates the factor loading which is mentioned in Table 4 and right sided arrows show the R2 while reciprocated arrows depicts the covariance between items.
Not exact matches
The multiple linear regression
indicates how well the returns of the given assets or a portfolio are explained by the Fama - French three -
factor model based on market, size and value
loading factors.
Like other commonly used scales of nonspecific distress, the questions in the K10 / K6 scales all have high
loadings on a first principal
factor of nonspecific distress in
factor analyses carried out in general population samples.8 This
factor is
indicated by a heterogeneous set of questions that define behavioral, emotional, cognitive, and psychophysiological manifestations of psychological distress.
However, some of the items only weakly described one of the
factors as
indicated by the low
factor loadings (< 0.3); therefore, reconsideration of the items may be necessary in the future.
In Study 1, but not Study 3 exploratory
factor analyses
indicated item 14, can't do part of the test, did not
load on any
factors.
Bold
indicates significant primary
loading in EFA and weaker
factor loadings for Specific
factors in Bifactor EFA.
Maximum likelihood exploratory
factor analysis from administration in this sample
indicated the items
loaded on one
factor, which accounted for 51 % of the sample variance.
The exploratory
factor analyses in Study 3
indicated that almost all items had the highest
factor loadings on the
factors corresponding to their respective MDI scales.
For the Attention construct, alpha was improved by relocating an item from the Inhibitory Control scale that has been previously demonstrated to
load with the Attention items in published
factor analysis of the full scale.32 These modifications are
indicated by ‡ in table 1 (and online supplementary table 1 - X), and detail on the revised scales included in table 4 (and online supplementary table 2 - X).
If (a) a structural equation model
indicates that the direct - estimation items and the traits
load on separate latent
factors, and (b) these two latent
factors both predict romantic interest, we would be persuaded that the direct - estimation items are measuring (and predicting) something important.
The slope
factor mean, M = 0.41, p < 0.05, suggested an increased in frequency of marijuana use over time for marijuana users, with a sharp increase between W6 and W7 as
indicated by the
factor loadings.
The result
indicated a three -
factor structure
loading the positive quality items (1 — 5) to the first, the negative quality items (6 — 8) to the second, and the shared activity items (9 — 13) to the third
factor.
Results from the exploratory
factor analysis
indicated that eight items
loaded on two
factors (only two
factors had eigenvalues > 1.0).
The slope
factor mean, M = 0.88, p < 0.01, and
factor loadings indicated an increase in the probability of use that was particularly pronounced between W6 and W7.
The one
factor solution with high
factor loadings (from.64 to.84)
indicated that this was the case; thus, a composite score for harsh parenting was computed (alphas ranged from.73 to.81).
Fit indices obtained through Confirmatory
Factor Analysis indicated that the six - factor structure of the DERS fit the data adequately and that most items loaded strongly on their respective latent f
Factor Analysis
indicated that the six -
factor structure of the DERS fit the data adequately and that most items loaded strongly on their respective latent f
factor structure of the DERS fit the data adequately and that most items
loaded strongly on their respective latent
factorfactor.
Factor analysis of the 12 items (Table I) indicated a single - factor solution, with all items loading a single factor having an eigenvalue of 6.2 (all other factors had an eigenvalue of < 1.0), accounting for 51.3 % of the var
Factor analysis of the 12 items (Table I)
indicated a single -
factor solution, with all items loading a single factor having an eigenvalue of 6.2 (all other factors had an eigenvalue of < 1.0), accounting for 51.3 % of the var
factor solution, with all items
loading a single
factor having an eigenvalue of 6.2 (all other factors had an eigenvalue of < 1.0), accounting for 51.3 % of the var
factor having an eigenvalue of 6.2 (all other
factors had an eigenvalue of < 1.0), accounting for 51.3 % of the variance.