Table 1A.

Relationship between the estimates of PAF and heritability on the observed scale attributed to one genetic variant under a log-linear regression model.

PX	${\beta }_1^1$	Average of PÂF based on R̂R(se)	Average of ĥ$\frac{\widehat{C}{V}_Y}{\widehat{C}{V}_{X\widehat{\beta }}}$(se)	Average of ĥ2
0.05	0.1	0.010 (0.003)	0.010 (0.003)	0.00013
	0.2	0.022 (0.003)	0.022 (0.003)	0.00053
	0.3	0.034 (0.003)	0.034 (0.003)	0.00131
0.1	0.1	0.021 (0.005)	0.022 (0.005)	0.00024
	0.2	0.043 (0.004)	0.043 (0.005)	0.00099
	0.3	0.067 (0.005)	0.068 (0.005)	0.00250
0.2	0.1	0.041 (0.007)	0.041 (0.007)	0.00041
	0.2	0.083 (0.006)	0.085 (0.007)	0.00177
	0.3	0.127 (0.006)	0.132 (0.007)	0.00448
0.3	0.1	0.060 (0.008)	0.061 (0.009)	0.00052
	0.2	0.121 (0.008)	0.125 (0.008)	0.00235
	0.3	0.181 (0.007)	0.191 (0.008)	0.00594
0.4	0.1	0.080 (0.010)	0.081 (0.011)	0.00061
	0.2	0.157 (0.009)	0.163 (0.010)	0.00271
	0.3	0.230 (0.008)	0.246 (0.010)	0.00682
0.5	0.1	0.097 (0.012)	0.100 (0.013)	0.00063
	0.2	0.189 (0.011)	0.200 (0.012)	0.00282
	0.3	0.276 (0.009)	0.299 (0.011)	0.00718

¹RR = exp(β₁) under a log linear model.