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. Author manuscript; available in PMC: 2015 Apr 1.
Published in final edited form as: Personal Disord. 2014 Feb 10;5(2):154–163. doi: 10.1037/per0000060

Table 1.

Bayesian Information Criterion (BIC) Values for Alternative Models

Model Cluster Characteristics Number of Clusters
Distribution Shape Volume Orientation 1 2 3 4 5 6 7 8 9
1 ellipsoidal varying varying varying −2861 −2825 −2886 −2952 -- -- −3009 −3047 −3122
2 ellipsoidal equal equal varying −2861 −2829 −2855 −2890 −2911 −2968 −2967 −3009 −3025
3 ellipsoidal equal varying varying −2861 −2834 −2872 −2884 −2928 −2932 −2982 −3012 −3095
4 diagonal varying varying equal −2931 −2862 −2855 −2886 -- -- -- -- --
5 diagonal varying equal varying −2931 −2870 −2863 −2871 −2889 −2912 −2904 -- --
6 diagonal equal varying varying −2931 −2883 −2861 −2848 −2852 −2888 −2895 −2869 −2882
7 diagonal equal equal varying −2931 −2883 −2853 −2844 −2859 −2854 −2875 −2882 −2895
8 ellipsoidal equal equal equal −2861 −2884 −2857 −2839 −2860 −2872 −2878 −2900 −2899
9 spherical equal varying varying −4608 −4433 −4233 −4146 −4031 −3975 −3926 −3883 −3849
10 spherical varying equal varying −4608 −4470 −4281 −4186 −4134 −4106 −4005 −3990 −3995

Note. Values represent BIC values; smaller negative values indicate better fit. The two best-fitting models are in bold. Cluster characteristics include Shape, Volume, and Orientation and refer to the geometric characteristics of the clusters’ distributional shape in multivariate space. Dashes in the row for Model 1 indicates that an orientation parameter could not be estimated, as there were no off-diagonal elements. Dashes in the rows for Models 4 and 5 indicate that the sample was too small to estimate the fit of the Model beyond 4 or 7 clusters.