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Optimal control strategy for prevention of avian influenza pandemic
Authors:Eunok Jung  Yasuhiro Takeuchi
Affiliation:a Department of Mathematics, Konkuk University, Republic of Korea
b Graduate School of Science and Technology, Shizuoka University, Japan
c Department of Mathematics, Inha University, Republic of Korea
Abstract:The spread of H5N1 virus to Europe and continued human infection in Southeast Asia have heightened pandemic concern. Although, fortunately, sustained human-to-human transmissions have not been reported yet, it is said that a pandemic virus which can be easily transmitted among humans certainly emerges in the future. In this study, we extended the previous studies for the prevention of the pandemic influenza to evaluate the time-dependent optimal prevention policies, which are associated with elimination policy and quarantine policy, considering its execution cost. Actually, the execution cost affects the optimal strategy of prevention policies and the prevention of the disease spread. We found that the quarantine policy is very important rather than the elimination policy during the disease spread, even if the unit execution cost of the quarantine policy is more expensive than that of the elimination policy. And also, the change of the unit execution cost does affect the total cumulative cost of the optimal prevention policies but does not affect the relative frequency of each cumulative execution cost. Furthermore, interestingly, we revealed that an optimal strategy to reduce the number of total infected humans might increase a chance of invadability of the mutant influenza.
Keywords:Epidemic model   Avian influenza   Optimal control theory   Elimination policy   Quarantine policy   Invadability
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