论文标题
时间尺度分析非本地扩散系统，应用于疾病模型
Time-scale analysis non-local diffusion systems, applied to disease models
论文作者
论文摘要
本文的目的是将众所周知的Ross-Macdonald模型用作原型，结合空间运动，识别不同时间尺度并使用局部和非本地扩散系统证明奇异的扰动结果。该结果可以应用于原型模型，在该原型模型中，矢量具有快速的动力学，在空间中局部，并且主机具有缓慢的动力学，空间非本地。
The objective of the present paper is to use the well known Ross-Macdonald models as a prototype, incorporating spatial movements, identifying different times scales and proving a singular perturbation result using a system of local and non-local diffusion. This results can be applied to the prototype model, where the vector has a fast dynamics, local in space, and the host has a slow dynamics, non-local in space.
