Fig. 2
From: Mitigate SIR epidemic spreading via contact blocking in temporal networks
Scatter plot of the average prevalence \(E[\rho ]\) versus the largest eigenvalue \(\lambda _1(W^*)\) of the aggregated pruned network (A), the standard deviation \(\sqrt{Var[\tilde{p}_{ij}w_{ij}]}\) of the average number of contacts removed from a node pair (B) the modularity \(Mod(W^*)\) (C) and the relative size of the largest connected component of the aggregated pruned network (D), respectively. A fraction \(\phi =10\%\) of the contacts are removed. The recovery rate is \(\gamma = 0\) per step. The results obtained with 1/link weight strategy are circled