首页> 外文会议>Computer Modeling and Simulation, 2009. EMS '09 >A Game Theoretic Approach for Quantitative Evaluation of Strategic Interactions between Hacker's Motivations
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A Game Theoretic Approach for Quantitative Evaluation of Strategic Interactions between Hacker's Motivations

机译:定量评估黑客动机之间战略互动的博弈论方法

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摘要

The use of game theory has introduced new insights in quantitative evaluation of security and dependability. Currently, there is a wide range of useful game theoretic approaches to model the behavior of intelligent agents. However, it is necessary to revise these approaches if there is a society of hackers with significant diversity in their behaviors. In this paper, we introduce a novel approach to extend the basic ideas of using game theory to predict transition rates in stochastic models. The proposed method categorizes the society of hackers based on two main criteria used widely in hacker classification: motivations and skills. Markov chains are used to model the system. Based on the preferences of each class of hackers and the distribution of skills in each class, the transition rates between the states are computed. The resulting Markov chains can be solved to obtain the corresponding security measures of the system. We will also present the results of a case study using the proposed approach.
机译:博弈论的使用为安全性和可靠性的定量评估引入了新的见解。当前,存在多种有用的博弈论方法来对智能代理的行为进行建模。但是,如果存在一个黑客社区,其行为存在很大差异,则有必要修改这些方法。在本文中,我们引入了一种新颖的方法来扩展使用博弈论预测随机模型中的转换率的基本思想。所提出的方法基于在黑客分类中广泛使用的两个主要标准对黑客的社会进行分类:动机和技能。马尔可夫链用于建模系统。根据每类黑客的偏好和每类黑客的技能分布,计算状态之间的转换率。可以解决由此产生的马尔可夫链,以获得系统的相应安全措施。我们还将介绍使用建议方法进行案例研究的结果。

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