Table 2. Population genetic structure inferred by analysis of variance (AMOVA).
The calculations take into account the division of all populations into two (possible effect of river) and nine (results of Bayesian clustering) groups.
| Source of variation | d.f. | Sum of squares | Percentage of variation | F statistics |
|---|---|---|---|---|
| no groups | ||||
|
Among population
within groups |
15 | 736.36 | 54.5 | |
| Within population | 112 | 517.17 | 45.5 | Fst = 0.55 |
| Total | 127 | 1,272.09 | 100.0 | |
| 2 clusters (opposite river banks) | ||||
| Among groups | 1 | 52.45 | 0.5 | Fct = 0.005 |
| Among population within groups | 14 | 683.9 | 54.1 | Fsc = 0.54 |
| Within populations | 110 | 517.2 | 45.4 | Fst = 0.55 |
| Total | 127 | 12,532.2 | 100.0 | |
| 9 clusters | ||||
| Among groups | 8 | 467.26 | 13.6 | Fct = 0.14 |
| Among population within groups | 7 | 269.10 | 41.4 | Fsc = 0.47 |
| Within populations | 110 | 517.17 | 45.0 | Fst = 0.55 |
| Total | 125 | 1,253.52 | 100.0 | |