Figure 6.

(A and B) Plots of the total effect of interference, $\overline{R},$ as defined using Equation 17, as a function of F. The y-axis is the probability of emergence scaled to $s_B,$ the expected emergence probability with $F=1.$ There is a continual rate of mutation $\mathrm{\Theta }=4N{u}_a=0.02$ (A) or 0.2 (B). $N=10,000,$ $r=0.01,$ $h_A=0.5,$ $s_A=0.01,$ and $s_B=0.001$ ($\phi =0.1$) and $h_B=0.2$ (yellow line), 0.5 (orange line), or 0.8 (red). Black lines show expected fixation probability in the absence of interference.