Figure 5.

Contour plots showing degree of interference, as measured by Equation 2 with Π defined by Equation 23 and ${\mathrm{\Pi }}_{\mathrm{rep}}=0$ (as $\phi <1$), for different dominance values. In all panels, darker colors indicate higher degree of interference (R approaching 0); x-axis denotes time of the sweep (with the sweep reaching 50% frequency at $T=0$); y-axis is the map distance from the first sweep (scaled to ${10}^{-2}/s_A$). Labels denote the dominance value of the first and the second mutation, with recessive mutants having $h=0.2;$ additive mutations $h=0.5;$ dominant mutations $h=\mathrm{0.8.}$ Other parameters are $N=10,000$ and $s_A=0.01,$ $s_B=0.005$ so $\phi =\mathrm{0.5.}$