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mec12524-sup-0001-FigS1-S18.pdfapplication/PDF1229K

Fig. S1 Changes in mean fitness on the wave front of an expanding population for different distribution of fitness effects.

Fig. S2 Changes in mean fitness on the wave front of an expanding population for different ratios of deleterious and beneficial mutations.

Fig. S3 Fraction of total load that originated from the wave front (expansion load) for a finite range.

Fig. S4 Change in mean fitness on the wave front.

Fig. S5 Evolution of population mean fitness with large local carrying capacities.

Fig. S6 Spatial distribution of mutations under after a range expansion in a linear habitat restricted to 200 demes.

Fig. S7 Probability of fixation of mutations at the wave front.

Fig. S8 Ratio of the effective selection coefficent at the wave front, se, and the actual selection coefficient, s.

Fig. S9 Changes in mean fitness on the wave front of an expanding population with long distance dispersal.

Fig. S10 Changes in mean fitness on the wave front of an expanding population.

Fig. S11 Changes in mean fitness on the wave front of an expanding population for different migration rates.

Fig. S12 Relative error of the analytical approximation [4] as a function of m and s for K = 100 (A) and K = 250 (B).

Fig. S13 Evolution of population mean fitness and expansion load during a range expansion in a two-dimensional habitat.

Fig. S14 Fraction of total load that originated from the wave front (expansion load) for a linear range expansion in a finite two-dimensional habitat.

Fig. S15 Critical value of as a function of φd 2Kse.

Fig. S16 Fraction of the total load that is established during a single bottleneck.

Fig. S17 Speed (v) of a linear 1D expansion as a function of inline image (Skellam 1951).

Fig. S18 Heterozygosity at deleterious sites (Hd) during a 2D range expansion on a 10 × 100 grid.

mec12524-sup-0002-Supportinginformation.pdfapplication/PDF1229K 

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