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Figure 1 | Journal of Mathematics in Industry

Figure 1

From: A monotonic relationship between the variability of the infectious period and final size in pairwise epidemic modelling

Figure 1

Epidemic sizes in a regular network. We consider the outbreak sizes in a random network with 106 nodes all having degree \(k=10\). We take distributions of infection duration having mean \(3/2\) and plot the final proportion infected given different transmission rates τ. The inset shows that all final epidemic sizes collapse on a universal curve when using \(\mathscr {R}_{0}^{p}\) as the horizontal axis. The parameters, mean and variance of the distributions are given in Table 1

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