基于二人贝叶斯博弈论方法的DDoS入侵检测与防御系统

Logeswari Govindaraj, Bose Sundan, Anitha Thangasamy
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引用次数: 1

摘要

分布式拒绝服务(DDoS)攻击给网络带来了巨大的风险,威胁到网络的稳定性。针对网络中的DDoS攻击,提出了一种入侵检测与防御的博弈论方法。博弈论提供了一种控制机制,使网络中的入侵检测和防御过程自动化。在提出的系统中,系统-主体相互作用被建模为2人贝叶斯信号零和博弈。博弈的纳什均衡为攻击者和系统提供了一个策略,这样双方都不能通过单方面改变策略来增加自己的收益。此外,利用激励的概念对攻击者和系统的意图目标和策略(IOS)进行了建模和量化。在该系统中,预防子系统由博弈引擎、数据库和计算纳什均衡的搜索引擎三个重要组成部分组成,用于存储和搜索数据库以提供最优防御策略。通过ns3网络模拟器的仿真验证了该框架的有效性,检测率达到80%以上,预防率达到90%以上,误报率达到6%以上。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
An Intrusion Detection and Prevention System for DDoS Attacks using a 2-Player Bayesian Game Theoretic Approach
Distributed Denial-of-Service (DDoS) attacks pose a huge risk to the network and threaten its stability. A game theoretic approach for intrusion detection and prevention is proposed to avoid DDoS attacks in the internet. Game theory provides a control mechanism that automates the intrusion detection and prevention process within a network. In the proposed system, system-subject interaction is modeled as a 2-player Bayesian signaling zero sum game. The game's Nash Equilibrium gives a strategy for the attacker and the system such that neither can increase their payoff by changing their strategy unilaterally. Moreover, the Intent Objective and Strategy (IOS) of the attacker and the system are modeled and quantified using the concept of incentives. In the proposed system, the prevention subsystem consists of three important components namely a game engine, database and a search engine for computing the Nash equilibrium, to store and search the database for providing the optimum defense strategy. The framework proposed is validated via simulations using ns3 network simulator and has acquired over 80% detection rate, 90% prevention rate and 6% false positive alarms.
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