A model for the spread and control of pandemic influenza in an isolated geographical region |
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| Authors: | MG Roberts M Baker LC Jennings G Sertsou and N Wilson |
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| Affiliation: | Centre for Mathematical Biology, Institute of Information & Mathematical Sciences, Massey University, Auckland, New Zealand. m.g.roberts@massey.ac.nz |
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| Abstract: | In the event of an influenza pandemic, the most probable way in which the virus would be introduced to an isolated geographical area is by an infected traveller. We use a mathematical model, structured on the location at which infection occurs and based on published parameters for influenza, to describe an epidemic in a community of one million people. The model is then modified to reflect a variety of control strategies based on social distancing measures, targeted antiviral treatment and antiviral prophylaxis and home quarantine, and the effectiveness of the strategies is compared. The results suggest that the only single strategy that would be successful in preventing an epidemic (with R0=2.0) is targeted antiviral treatment and prophylaxis, and that closing schools combined with either closing work places or home quarantine would only prevent such an epidemic if these strategies were combined with a modest level of antiviral coverage. |
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| Keywords: | mathematical epidemiology infectious diseases exotic infections pandemic influenza |
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