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. 2018 Jun 13;18:90. doi: 10.1186/s12862-018-1207-0

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