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. 2005 Jun;170(2):881–898. doi: 10.1534/genetics.104.035147

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Figure 2.— — Power of test statistics F_4,a, F_3,a, F_2,a, F_4,d, F_3,d, and F_2,d against the heritability h² at a 0.01 significance level, when q₁ = 0.5, , i, j = 1, 2, 3, 4, i ≠ j, π₁₂_Q = 0.5, δ₁₂_Q = 0.25, and sample size n = 40, m = 30, s = 20 for (A) a dominant mode of inheritance a = d = 1.0 and (B) a recessive mode of inheritance a = 1.0, d = −0.5, respectively.

Inline graphic — Power of test statistics F_4,a, F_3,a, F_2,a, F_4,d, F_3,d, and F_2,d against the heritability h² at a 0.01 significance level, when q₁ = 0.5, , i, j = 1, 2, 3, 4, i ≠ j, π₁₂_Q = 0.5, δ₁₂_Q = 0.25, and sample size n = 40, m = 30, s = 20 for (A) a dominant mode of inheritance a = d = 1.0 and (B) a recessive mode of inheritance a = 1.0, d = −0.5, respectively.