Table 6.
Estimates of Genetic Heterogeneity within Geographic Regions[Note]
| FST (P) | DSW (P) | DLR(P) | |
| (CA)n-1/Alu: | |||
| Africa | .050 (.000) | 1.974 (.000) | 3.175 (.000) |
| Europe | .029 (.001) | .139 (.002) | 2.312 (.041) |
| Asia | .045 (.000) | .242 (.000) | 2.088 (.055) |
| Oceania | .072 (.020) | .084 (.000) | .340 (.000) |
| New World | .078 (.000) | .399 (.000) | 1.932 (.000) |
| Global | .094 (.000) | 12.541 (.000) | 7.170 (.000) |
| (CA)n-2/Alu: | |||
| Africa | .042 (.000) | 1.968 (.000) | 3.280 (.000) |
| Europe | .041 (.000) | .153 (.000) | 1.215 (.016) |
| Asia | .074 (.000) | .268 (.000) | 1.660 (.039) |
| Oceania | .062 (.000) | .101 (.000) | .391 (.000) |
| New World | .033 (.009) | .576 (.000) | 2.616 (.014) |
| Global | .106 (.000) | 15.202 (.000) | 8.641 (.000) |
Note.— P values are the tail probability that a heterogeneity estimate greater than that observed in a panmictic population will be obtained. Empirical null distributions under panmixia within each region were obtained by a permutation test (Hudson et al. 1992).