摘要
基于二维规则晶格,提出一个考虑个体运动的改进的SIS(Susceptible-Infected-Susceptible)传染模型来研究疾病在动态网络结构中的传播行为。利用平均场理论分析得到了改进的SIS模型的传染临界值,并通过大量的数值仿真加以验证。结果表明有效传播临界速率与晶格中群体密度密切相关,并且个体运动也会显著影响疾病传播行为。最后,基于分析和仿真的结果,提出一些可行的控制策略来抑制疾病在运动群体中的传播。
Based on two-dimensional (2D) regular lattice, an improved SIS epidemic model with individual's motion was presented to investigate the disease propagation in dynamical networks. The critical threshold of this new SIS model was acquired by the mean-field theory and verified by the large-scale numerical simulations. The results indicate that the effective critical propagation rate is closely related with the density of mobile individuals, and the motion also remarkably influences the epidemic spreading behavior At last, some feasible control strategies based on the analytical and simulation results were proposed to prevent from the epidemics within the moving populations.
出处
《系统仿真学报》
CAS
CSCD
北大核心
2009年第15期4815-4817,4822,共4页
Journal of System Simulation
基金
国家自然科学基金(60574036
60774088)
高等学校博士点科研基金(20050055013)
教育部科技重点项目(107024)
教育部新世纪优秀人才支持计划(NCET)
天津市高校科技发展基金(20071306)
关键词
动态网络
疾病传播
平均场理论
SIS模型
传染临界值
dynamical networks
disease propagation
mean-field theory
SIS model
epidemic critical threshold