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. 2006 Jan;172(1):663–686. doi: 10.1534/genetics.105.046417

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Copyright © 2006 by the Genetics Society of America

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Figure 7. — Power curves of the test statistics F_ABC_,a and F_ABC_,ad and F_HTR of the haplotype trend regression method against the heritability h² at a 0.05 significance level, when three diallelic markers A, B, and C are used in the analysis. (A and C) The curves are plotted for a dominant mode of inheritance a = d = 1.0; (B and D) the curves are plotted for an additive mode of inheritance a = 1.0, d = 0. (A and B) The parameters are given by D_AQ = D_BQ = D_CQ = D_DQ = 0.12, D_AB = D_AC = D_BC = 0.08; (C and D) the parameters are given by D_AQ = D_BQ = D_CQ = D_DQ = 0.10, D_AB = D_AC = D_BC = 0.06. Neither third- nor fourth-order linkage disequilibrium is assumed among markers and the QTL. The other parameters are and N = 200.

Inline graphic — Power curves of the test statistics F_ABC_,a and F_ABC_,ad and F_HTR of the haplotype trend regression method against the heritability h² at a 0.05 significance level, when three diallelic markers A, B, and C are used in the analysis. (A and C) The curves are plotted for a dominant mode of inheritance a = d = 1.0; (B and D) the curves are plotted for an additive mode of inheritance a = 1.0, d = 0. (A and B) The parameters are given by D_AQ = D_BQ = D_CQ = D_DQ = 0.12, D_AB = D_AC = D_BC = 0.08; (C and D) the parameters are given by D_AQ = D_BQ = D_CQ = D_DQ = 0.10, D_AB = D_AC = D_BC = 0.06. Neither third- nor fourth-order linkage disequilibrium is assumed among markers and the QTL. The other parameters are and N = 200.