论文标题

针对两侧分数反应扩散方程和应用流行模型的ADI方案

An ADI Scheme for Two-sided Fractional Reaction-Diffusion Equations and Applications to an Epidemic Model

论文作者

Bock, Wolfgang, Jayathunga, Yashika

论文摘要

反应扩散方程通常用于流行病学模型。在本文中,我们将Meerschaert和Tadjeran的算法推广到分数对流流量方程中,以归因于bourne疾病模型产生的分数反应扩散等方程的耦合系统。

Reaction-diffusion equations are often used in epidemiological models. In this paper we generalize the algorithm of Meerschaert and Tadjeran for fractional advection-dispersion flow equations to a coupled system of fractional reaction-diffusion like equation which arise from vector bourne disease modeling.

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