Figure 3
From: Targeted Recovery as an Effective Strategy against Epidemic Spreading
Surface height and width of the confined epidemic. The surface height \({h}_{L}(r=\mathrm{10)}\) for \(r=10\) as a function of the linear system size \(L\in {\mathrm{\{2}}^{6},\,{2}^{7},\,\ldots ,\,{2}^{19}\}\) of a square lattice. For the smallest system with \(L=64\), the number of samples is \({10}^{4}\). As the system size doubles, the number of samples is divided by 2. A typical rectangular interface structure is shown in the upper right inset. Black lattice sites are infected. The width \({W}_{L}(r=\mathrm{10)}\) as a function of \(L\) is shown in the upper left inset. Error bars are smaller than the marker sizes.
