复杂网络
异构网络
人口
计算机科学
极限(数学)
爆发
流行病模型
复杂系统
易感个体
班级(哲学)
地理
多样性(控制论)
统计物理学
生物
分数(化学)
风险分析(工程)
作者
Y. Moreno,R. Pastor-Satorras,A. Vespignani
标识
DOI:10.1140/epjb/e20020122
摘要
We present a detailed analytical and numerical study for the spreading of\ninfections in complex population networks with acquired immunity. We show that\nthe large connectivity fluctuations usually found in these networks strengthen\nconsiderably the incidence of epidemic outbreaks. Scale-free networks, which\nare characterized by diverging connectivity fluctuations, exhibit the lack of\nan epidemic threshold and always show a finite fraction of infected\nindividuals. This particular weakness, observed also in models without\nimmunity, defines a new epidemiological framework characterized by a highly\nheterogeneous response of the system to the introduction of infected\nindividuals with different connectivity. The understanding of epidemics in\ncomplex networks might deliver new insights in the spread of information and\ndiseases in biological and technological networks that often appear to be\ncharacterized by complex heterogeneous architectures.\n
科研通智能强力驱动
Strongly Powered by AbleSci AI