Resolution:
## Figure 2.
The Expected Test Statistics E(. The expected test statistics under the alternative hypothesis were estimated using
Equation (1), where we used T) under the Alternative Hypothesis as a Function of Minor Allele Frequencies (MAFs,
ρ) and Odds Ratios (ORs, exp ()) given a Fixed Sample Size βn = 2000σ = 4.6, n = 2000, and assumed an additive underlying genetic model. We observed that, when MAF
= 0.4 and OR = 1.5, E(T) = 4.1733; when MAF = 0.1 and OR = 1.8, E(T) = 2.6813.
Wang and Shete |