Characterizing Internet Worm Infection Structure
Qian Wang, Zesheng Chen, Chao Chen

TL;DR
This paper analyzes the infection structure of internet worms, revealing key statistical properties of infection trees, and applies these insights to improve bot detection and understand potential countermeasures.
Contribution
It introduces probabilistic models for worm infection trees, characterizes their topology, and develops targeted detection strategies based on these findings.
Findings
Number of children per infected host follows a geometric distribution with parameter 0.5.
Generation of infection tree approximates a Poisson distribution.
Targeted detection focusing on nodes with many children is effective for bot identification.
Abstract
Internet worm infection continues to be one of top security threats and has been widely used by botnets to recruit new bots. In this work, we attempt to quantify the infection ability of individual hosts and reveal the key characteristics of the underlying topology formed by worm infection, i.e., the number of children and the generation of the worm infection family tree. Specifically, we first apply probabilistic modeling methods and a sequential growth model to analyze the infection tree of a wide class of worms. We analytically and empirically find that the number of children has asymptotically a geometric distribution with parameter 0.5. As a result, on average half of infected hosts never compromise any vulnerable host, over 98% of infected hosts have no more than five children, and a small portion of infected hosts have a large number of children. We also discover that the…
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Taxonomy
TopicsNetwork Security and Intrusion Detection · Internet Traffic Analysis and Secure E-voting · Caching and Content Delivery
