At time
t = 0 |
1. Obtain estimates for model parameters (), initial number of susceptibles, , and a prior distribution for random variable . |
2. Use Eqs. (7)–(8) to determine the dynamic health policy . |
3. Find the optimal number of susceptibles to immunize, , using Eq. (10). |
4. Increment time to . |
5. Update the number of susceptibles at time : . |
While
|
1. Given the availability of vaccine, use Eq. (8) or Eq. (12) to find the optimal number of susceptibles to immunize, , and the optimal transmission-reducing intervention, . |
2. At the end of period , use the real-time data to update the model parameters (using for instance, maximum likelihood estimation) and the dynamic health policy , using Eqs. (7)–(8). |
3. Increment time: . |
4. Use Table 1 to update the epidemic state at time . |