Fig. 8
From: Modeling optimal treatment strategies in a heterogeneous mixing model
Final attack ratio in the absence of treatment. The final attack ratio in the absence of treatment is displayed as a function of \(\mathcal {R}_{0}\) under three mixing patterns. The basic reproduction number is increased as the activity levels increase in the range of a 1∈ [ 0.1,0.827] and a 2∈ [ 0.05,0.42]