基于中心性理论的网络蠕虫传播模型

Pub Date : 2016-12-23 DOI:10.5666/KMJ.2016.56.4.1191
Sukyung Kwon, Y. Choi, H. Baek
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引用次数: 2

摘要

. 各种网络蠕虫的出现,包括导致分布式拒绝服务(DDoS)的独立红色代码蠕虫,促使人们对其传播速度进行了许多研究,以尽量减少潜在的损害。然而,许多研究假设初始感染节点在其传播过程中感染每个节点的概率相同,这并不能反映准确的互联网蠕虫传播模型。因此,本文分析了互联网蠕虫的传播速度如何随受感染主机直接连接的脆弱主机数量以及受感染主机与脆弱主机之间的链路成本而变化。提出了一个基于中心性理论的数学模型,分析和模拟了大规模网络环境中代表节点连通性的度中心性值和接近中心性值对互联网蠕虫传播速度的影响。
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Internet Worm Propagation Model Using Centrality Theory
. The emergence of various Internet worms, including the stand-alone Code Red worm that caused a distributed denial of service (DDoS), has prompted many studies on their propagation speed to minimize potential damages. Many studies, however, assume the same probabilities for initially infected nodes to infect each node during their propagation, which do not reflect accurate Internet worm propagation modelling. Thus, this paper analyzes how Internet worm propagation speed varies according to the number of vulnerable hosts directly connected to infected hosts as well as the link costs between infected and vulnerable hosts. A mathematical model based on centrality theory is proposed to analyze and simulate the effects of degree centrality values and closeness centrality values representing the connectivity of nodes in a large-scale network environment on Internet worm propagation speed.
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