Author: Lin, Feng; Muthuraman, Kumar; Lawley, Mark
Title: An optimal control theory approach to non-pharmaceutical interventions Document date: 2010_2_19
ID: 0x294f8t_31
Snippet: The optimal control, u*, is obtained by solving the HJB equation (Eq. (5)). Figure 2 shows u* for two infection rates, 0.4 and 0.6, given a recovery rate of 0.25 and a death rate of 0.05 (taken from [45] ). Person-days lost from NPI implementation, c, is set to 0.05 (5% of the cost of a single death). The maximum impact of NPIs on the infection rate is assumed to be a 20% reduction. Note that the basic reproductive number R 0 without any control .....
Document: The optimal control, u*, is obtained by solving the HJB equation (Eq. (5)). Figure 2 shows u* for two infection rates, 0.4 and 0.6, given a recovery rate of 0.25 and a death rate of 0.05 (taken from [45] ). Person-days lost from NPI implementation, c, is set to 0.05 (5% of the cost of a single death). The maximum impact of NPIs on the infection rate is assumed to be a 20% reduction. Note that the basic reproductive number R 0 without any control is given by
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