Figure 6 .

The probability of fixation of an allele with advantage s = 0.05 plotted against reproductive value, v. The curve gives the expected relationship, $1-{\left(1-\tilde{P}\right)}^{\upsilon },$ where $\tilde{P}$ is chosen such that the average fixation probability equals the standard value $\left(\mathbb{E}\left[1-{\left(1-\tilde{P}\right)}^{\upsilon }\right]=0.0937\right).$ The fixation probability is estimated from 400 replicates, each starting with 10 favorable alleles in a population of N = 1000 and iterated for 30 generations. Each of the 4000 alleles is classified by the reproductive value of the individual that first carried it; the points show the mean reproductive value and the mean fixation probability for each class (±1 SE).