The dynamic optimal control problem for vaccine allocation in an age-structured SIR model with limited supply is shown to be equivalent to a static optimization problem from which qualitative properties of the optimal allocations are derived.
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Optimizing vaccine allocation in an age-structured SIR model
The dynamic optimal control problem for vaccine allocation in an age-structured SIR model with limited supply is shown to be equivalent to a static optimization problem from which qualitative properties of the optimal allocations are derived.