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A Least Squares approach to user profiling in pool mix-based anonymous communication systems

机译:基于池混合的匿名通信系统中用户配置的最小二乘法

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Deployed high-latency anonymous communication systems conceal communication patterns using pool mixes as building blocks. These mixes are known to be vulnerable to Disclosure Attacks that uncover persistent relationships between users. In this paper we study the performance of the Least Squares Disclosure Attack (LSDA), an approach to disclosure rooted in Maximum Likelihood parameter estimation that recovers user profiles with greater accuracy than previous work. We derive analytical expressions that characterize the profiling error of the LSDA with respect to the system parameters for a threshold binomial pool mix and validate them empirically. Moreover, we show that our approach is easily adaptable to attack diverse pool mixing strategies.
机译:已部署的高延迟匿名通信系统使用池混合作为构建块来隐藏通信模式。众所周知,这些组合很容易受到披露攻击的影响,这些攻击会发现用户之间的持久关系。在本文中,我们研究了最小二乘公开攻击(LSDA)的性能,该方法是一种基于最大似然参数估计的公开方法,该方法可以比以前的工作更准确地恢复用户资料。我们导出分析表达式,这些表达式描述了阈值二项式混合池相对于系统参数的LSDA的分析误差,并通过经验进行了验证。此外,我们证明了我们的方法很容易适应攻击各种池混合策略。

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