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甲型H1N1流感早期传播的数学模型
引用本文:晋守博,肖志涛.甲型H1N1流感早期传播的数学模型[J].数学的实践与认识,2012,42(9):1-5.
作者姓名:晋守博  肖志涛
作者单位:1. 宿州学院智能信息处理实验室,安徽宿州,234000
2. 广东工业大学华立学院基础部,广东广州,511325
基金项目:宿州学院智能信息处理实验室开放课题,宿州学院教研项目
摘    要:根据甲型H1N1流感早期在我国的传播规律,给出了一种描述甲型H1N1流感早期在我国传播的数学模型,分析了模型的解及其性质,证明了在严格的防控措施下,发病者最终将会完全消失,但处于潜伏期者最终将会达到一个固定的比例,指出了甲型H1N1流感的防控工作是一项长期而艰巨的任务.

关 键 词:甲型H1N1流感  数学模型  微分方程

Mathematical Model of the Type A H1N1 Influenza Early Spreading
JIN Shou-bo , XIAO Zhi-tao.Mathematical Model of the Type A H1N1 Influenza Early Spreading[J].Mathematics in Practice and Theory,2012,42(9):1-5.
Authors:JIN Shou-bo  XIAO Zhi-tao
Institution:1.Laboratory of Intelligent Information Processing,Suzhou College,Suzhou 234000,China) (2.Basic Department,Huali College Guangdong University of Technology,Guangzhou 511325,China)
Abstract:In view of the type A HlNl influenza early spreading,this paper firstly gives a model of the Type A HlNl influenza which describes the disease’s propagation in China.We secondly analyze the solution to the model and its property,it is shown that the invalid will absolutely disappear with the rigorous prevention,however,the preclinical individuals will get to a fixed proportion,therefore the prevention and control of the disease is a very arduous task.
Keywords:Type A H1N1 influenza  mathematical model  differential equation
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