Hagenaars T J, Dekker A, de Jong M C M, Eblé P L
Central Veterinary Institute of Wageningen UR (CVI), P.O. Box 65, 8200 AB Lelystad, The Netherlands.
Rev Sci Tech. 2011 Aug;30(2):467-77.
Mathematical models for the spread of foot and mouth disease (FMD) have been developed and used for a number of purposes in the recent literature. One important purpose is predicting the effect of strategies to combat between-farm epidemic spread, in support of decision-making on epidemic control. The authors briefly review the various modelling approaches, discussing the parameters used and how estimates may be obtained for these parameters. They emphasise that, in addition to the estimation of FMD transmission parameters, the choice of model structure (including the number and type of parameters used) is also crucial. Two gaps in the knowledge of FMD transmission, related to model construction and parameter quantification, are identified: transmission between different species and the way in which vaccination affects such transmission, and route-specific FMD transmission properties. In particular, the authors pay attention to the role that small-scale transmission experiments can play in bridging these gaps.
口蹄疫(FMD)传播的数学模型已被开发出来,并在最近的文献中用于多种目的。一个重要目的是预测防控农场间疫情传播策略的效果,以支持疫情控制方面的决策。作者简要回顾了各种建模方法,讨论了所使用的参数以及如何获得这些参数的估计值。他们强调,除了口蹄疫传播参数的估计外,模型结构的选择(包括所使用参数的数量和类型)也至关重要。确定了口蹄疫传播知识在模型构建和参数量化方面的两个差距:不同物种之间的传播以及疫苗接种对这种传播的影响方式,以及特定途径的口蹄疫传播特性。特别是,作者关注小规模传播实验在弥合这些差距方面可以发挥的作用。