Table 1.
Diversity (A) and differentiation (B) estimates for the three populations (groups) obtained by STRUCTURE analysis (below the diagonal)
| (A) | Na | Ho | He | F |
|---|---|---|---|---|
| WM | 10·90 | 0·806 | 0·72 | –0·179 |
| CEM | 17·70 | 0·857 | 0·83 | –0·038 |
| IR | 18·30 | 0·749 | 0·84 | 0·111 |
| (B) | WM | CEM | IR | |
| Dest | WM | 0·000 | 0·001 | 0·001 |
| CEM | 0·175 | 0·000 | 0·001 | |
| IR | 0·422 | 0·299 | 0·000 | |
| G′st(Hed) | WM | 0·000 | 0·002 | 0·002 |
| CEM | 0·196 | 0·000 | 0·002 | |
| IR | 0·454 | 0·319 | 0·000 | |
| Fst | WM | 0·000 | 0·001 | 0·001 |
| CEM | 0·027 | 0·000 | 0·001 | |
| IR | 0·058 | 0·030 | 0·000 |
Fst = Inbreeding coefficient within subpopulations, relative to total = genetic differentiation among populations, Fst = (Ht−Hs)/ Ht; G′st(Hed) = Hedrick’s standardized G′st, further corrected for bias when the numbers of populations is small; Dest = Jost’s estimate of differentiation. Values for Dest, G′st(Hed) and Fst values are below the diagonal. Probability P (rand > = data) based on 999 permutations is shown above the diagonal.