摘要
根据SARS病毒传播的特性和侯振挺等人提出的马尔可夫骨架过程理论,建立了SARS病毒传播的马尔可夫骨架模型,并得出结论,在任一时刻的疑似病例数,传染病人数是某非负线性方程组的最小非负解。
According to the character of the spreading of SARS Virus and the theory of Markov skeleton process advanced by professor Z.T.H etc,this paper studies the mathematical model of SARS Virus and draw the conclusion that the number of doubtful diseases and infectious diseases at any time is a minimum nonreactive solution of a certain linear equation.
出处
《数学理论与应用》
2008年第3期55-60,共6页
Mathematical Theory and Applications
