<p>95% confidence intervals for age groups shown on factors 1 and 2. Lambda () and tau () are the eigenvalues and the percentage of explained inertia (i.e., variance) for a given factor (, ; , ). Confidence ellipses represent the variability within the group. Ellipses showing no overlap represent different populations. Note that in correspondence analysis, the eigenvalues are never greater than 1.</p
Part 1, which appeared in the February 2012 issue, introduced the concept of confidence intervals (C...
Evolution in the proportion of ‘known’ index cases by age group. Vertical bars represent the 95% con...
This simulation study compared proportions of two types of structure coefficients in descriptive dis...
<p>Participants shown by age group along Factors 1 and 2. Lambda () and tau () are the eigenvalues a...
a<p>Note that in correspondence analysis, the eigenvalues () are never greater than 1.</p>b<p>Contri...
Confidence regions for simple correspondence analysis allow for the identification of categories tha...
Analysis of factorial invariance for age and gender using multi-group confirmatory factor analyses.<...
We show how the introduction of the power divergence family proposed by Cressie and Read (1984) perm...
Traditionally, simple correspondence analysis is performed by decomposing a matrix of standardised ...
Non-Symmetric Correspondence Analysis-NSCA (D’Ambra and Lauro, 1989) is a useful technique for analy...
<p>The mean scores and 95% confidence intervals for degree of agreement for determinants.</p
When examining the association between symmetrically associated categorical variables, correspondenc...
Abstract. An alternative approach to classical correspondence analysis was developed in [3] and invo...
A crucial assumption for a measure is that it is factorially invariant; that is, the measurement mod...
<p>Each polygon represents the multilocus genetic variation of each chronological sample. Between br...
Part 1, which appeared in the February 2012 issue, introduced the concept of confidence intervals (C...
Evolution in the proportion of ‘known’ index cases by age group. Vertical bars represent the 95% con...
This simulation study compared proportions of two types of structure coefficients in descriptive dis...
<p>Participants shown by age group along Factors 1 and 2. Lambda () and tau () are the eigenvalues a...
a<p>Note that in correspondence analysis, the eigenvalues () are never greater than 1.</p>b<p>Contri...
Confidence regions for simple correspondence analysis allow for the identification of categories tha...
Analysis of factorial invariance for age and gender using multi-group confirmatory factor analyses.<...
We show how the introduction of the power divergence family proposed by Cressie and Read (1984) perm...
Traditionally, simple correspondence analysis is performed by decomposing a matrix of standardised ...
Non-Symmetric Correspondence Analysis-NSCA (D’Ambra and Lauro, 1989) is a useful technique for analy...
<p>The mean scores and 95% confidence intervals for degree of agreement for determinants.</p
When examining the association between symmetrically associated categorical variables, correspondenc...
Abstract. An alternative approach to classical correspondence analysis was developed in [3] and invo...
A crucial assumption for a measure is that it is factorially invariant; that is, the measurement mod...
<p>Each polygon represents the multilocus genetic variation of each chronological sample. Between br...
Part 1, which appeared in the February 2012 issue, introduced the concept of confidence intervals (C...
Evolution in the proportion of ‘known’ index cases by age group. Vertical bars represent the 95% con...
This simulation study compared proportions of two types of structure coefficients in descriptive dis...