Table 2.
Bayesian clustering analyses and different models used to infer the optimal number of population (K)
| Bayesian clustering software | Model use | Inferred number of cluster (K) |
|---|---|---|
| BAPS | Spatial, with mixture model | K = 1 |
| Spatial, with admixture model | K = 1 | |
| Non-spatial model, with admixture model | K = 7 | |
| GENELAND | Spatial model, with uncorrelated allele frequency | K = 1 |
| Spatial model, with correlated allele frequency | K = 3 | |
| STRUCTURE | Admixture, with correlated allele frequency, using location information | K = 1 |
| Admixture, with independent allele frequency, using location information | K = 1 | |
| Admixture, with correlated allele frequency, no location information supplied | K = 1 | |
| Admixture, with independent allele frequency, no location information supplied | K = 1 | |
| No admixture, with correlated allele frequency, using location information | K = 1 | |
| No admixture, with independent allele frequency, using location information | K = 1 | |
| No admixture, with correlated allele frequency, no location information supplied | K = 1 | |
| No admixture, with independent allele frequency, no location information supplied | K = 3, K = 2 * |
*Inferred number of cluster using Evanno’s method