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. 2021 Oct 20;8(10):210657. doi: 10.1098/rsos.210657

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© 2021 The Authors.

Published by the Royal Society under the terms of the Creative Commons Attribution License http://creativecommons.org/licenses/by/4.0/, which permits unrestricted use, provided the original author and source are credited.

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Figure 4. — Increasing the population size moderately delays extinction and significantly delays fixation. $ψ_{C_{T} | b} (τ)$ (a) and $ψ_{C_{T} | a} (τ)$ (b) are plotted for three bipartite graphs with different partition sizes as stated in the legend. All bipartite graphs have three times more individuals in one partition than the other. Again, real (red/pink) and imaginary (black/grey) parts of the CCFs are plotted separately. The top, middle and bottom numbers report particular conditional moments of C_T for the bipartite graph with partition sizes (A, B) = (9, 3), (18, 6) and (36, 12), respectively. As population size increases, both conditional means of C_T increase. The slopes of the lines in a illustrate this increase for C_T|b, and the black numbers report those slopes. Both second moments of C_T increase as well, as illustrated by the red parabolas and red numbers in b. Inspecting the CCFs away from the origin, we see that the higher-order moments of C_T|a are more sensitive to changes in population size than C_T|b. In these plots, r = 1.01, S_a,0 = 1 and S_b,0 = 1.