Skip to main content
. 2016 Jun 8;16:130. doi: 10.1186/s12870-016-0818-0

Table 2.

Descriptive information for each of the three major groups and eight subgroups of genotypes identified by the Bayesian model-based clustering method

Number of genotypes in the group/subgroup He Number of alleles Allelic richness
Group/Subgroup Number Genotypes Frequency of genotypes with qI ≥ 0.8 Total Private Unique A
K1 506 60 % 0.823 307 34 16 19.19 18.63
K2 401 57 % 0.816 287 23 15 17.94 17.76
K3 952 67 % 0.801 294 22 14 18.36 15.99
K1.1 209 42 % 0.842 282 17 12 17.63 16.38
K1.2 149 54 % 0.789 215 3 1 13.44 13.20
K1.3 148 36 % 0.761 228 6 3 14.25 13.86
K2.1 244 48 % 0.818 268 14 11 16.75 14.73
K2.2 157 53 % 0.778 211 5 4 13.19 12.67
K3.1 375 41 % 0.775 242 7 6 15.13 12.32
K3.2 162 57 % 0.760 171 0 0 10.69 10.31
K3.3 415 51 % 0.809 255 14 8 15.94 13.43

Summary statistics include the partitioning of number of individuals in each group, expected heterozygosity (He), total, private, unique, and average number of alleles (A). Allelic richness is scaled to the smallest group (K2; N = 401) or subgroup (K1.3; N = 148)