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Mathematical Modeling of Dengue Virus Control and Vaccination Method

机译:登革热病毒控制和疫苗接种方法的数学建模

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Algebraic modeling the infectious syndrome is expedient to nurture the appliance in pardon method syndrome suckers and in pardon method splendid. Now consume deliberate in ascending order the dengue virus. Now edge the totally limitless Non-Standard Finite Difference (NSFD) construction bound for a mathematical typical the dengue virus. The explain numerical display is limited, dynamically label and comprise the positivity of the explanation, who is central rations so modeling a dominant infectious. The contrast amongst the original Non-Standard Finite Change erection, Euler technique and Runge-Kutta organization of instruction four (RK-4) parades the worth of the proposed Non-Standard Finite Change scheme. Explicit NSFD scheme displays meeting the careful evenness truths of the perfect for any value increase or decrease but Euler and RK-4 fail for huge change value.
机译:用代数模型对传染综合症进行建模,很适合在赦免法综合症吸盘和出色的赦免法中培育矫治器。现在以升序消费登革热病毒。现在,边缘化用于数学典型登革热病毒的完全无限的非标准有限差分(NSFD)构造。解释数字显示是有限的,动态标记的,并且包含解释的积极性,解释者是中心口粮,因此是主要传染病的建模对象。原始的非标准有限变更方案,欧拉技术和第4条指令(RK-4)的Runge-Kutta组织之间的对比说明了所提出的非标准有限变更方案的价值。显式的NSFD方案显示出满足任何值增加或减少的完美的仔细的均匀性真相,但是Euler和RK-4不能获得巨大的变化值。

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