•
|
A summary of the model for the specified number of clusters appears at the top of each Latent Class Model report. The model summary contains the -LogLikelihood, Number of Parameters, BIC, and AIC, all of which can be used to determine how well the model fits the data. Lower values of -LogLikelihood, BIC, and AIC indicate better fits. For more information, see Likelihood, AICc, and BIC in the Fitting Linear Models book. The Number of Parameters give the number of unique parameters in the latent class model. For more information, see Statistical Details for the Latent Class Analysis Platform.
The Overall column in both tables shows the probability of an observation belonging to each cluster. (These are the γ parameters. See Statistical Details for the Latent Class Analysis Platform.)
The graph in the second table shows the conditional probability values as share charts. For each cluster and each Y, the conditional probabilities given cluster membership are plotted as a horizontal stacked bar chart. The stacking of bars follows the order of appearance of the variables in the table of values.
For each response, the Pearson chi-square statistic, X2, is calculated for the contingency table of expected counts for levels by clusters. Let n represent the number of observations. The value in the Effect Size column is defined as follows:
Each value in the LR Logworth column shows -log10(pLR) where pLR is the likelihood ratio test p-value for the contingency table of expected counts. A Logworth value above 2 corresponds to significance at the 0.01 significance level.
The MDS Plot contains one point for each cluster. It is a two-dimensional representation of cluster proximity. Clusters that are closer together are more similar. The plot is created from a dissimilarity matrix of the ρ parameters. For more information about MDS plots, see Multidimensional Scaling in the Consumer Research book.