Figure 4
From: Targeted Recovery as an Effective Strategy against Epidemic Spreading
Influence of spontaneous recovery. (upper panel) The fraction of infected nodes in the stationary state \({n}_{st}(r)\) as a function of \(r\) for different values of \(\varepsilon \). The inset shows the number of infected nodes for \(\varepsilon =0.8\) and \(\varepsilon =1\) (averaged over 500 samples). Two different presentations have been used since the number of infected nodes is only proportional to the system size for small values of \(\varepsilon \). Otherwise the number of infected nodes does not depend on the system size. All simulations have been performed on a square lattice with \(N=1024\times 1024\) nodes. (lower panel) Snapshots at \(t=10\) for different \(\varepsilon \), \(r=2\) and an initial spreading seed with a radius of 30 on a square lattice with \(N=128\times 128\) nodes. Black lattice sites correspond to infected ones.
