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A study of a possible scenario of Zika virus outbreak and rapid intervention using a mathematical and computational simulation

机译:使用数学和计算模拟研究寨卡病毒爆发和快速干预的可能情况

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From a mathematical model given by the integral Im,n=∫Pm(x)G(x)Jn(x)dx where Pm(x) a polynomial function, G(x) a Gaussian function, and Jn(x) is the integer-order Bessel function, we have performed simulations to evaluate the possible scenario of outbreak of Zika virus (ZIKV) in a big city. Our study is motivated from the outbreaks in Brazil (2007). We have assumed a list of probabilities which are connected to the number of cases in-risk which is changing in time. Also, the intervention is defined as the fraction ΔIm,n and it is selected by the Monte Carlo step. Simulations takes into account the rapid intervention that means the transfer of those identified (e.g. pregnant women) to save and clean areas away from the mosquitoes Aedes.
机译:从由积分IM提供的数学模型,n =∫PM(x)g(x)jn(x)dx,其中pm(x)是多项式函数,g(x)高斯函数,和jn(x)是整数贝塞尔函数,我们已经进行了模拟,以评估大城市中Zika病毒(ZIKV)的可能场景。我们的研究是出于巴西爆发的动机(2007年)。我们假设了一个概率列表,这些概率连接到风险的案例次数,这在时间上变化。而且,干预被定义为差异ΔIm,n,它由蒙特卡罗步骤选择。模拟考虑到快速干预,这意味着转移那些被确定的(例如孕妇)的转移,以拯救和清洁远离蚊子AEDES的地区。

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