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Anonymous networking with localized eavesdroppers: A game-theoretic approach

机译:带有本地窃听者的匿名网络:一种博弈论方法

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The problem of anonymous wireless networking is considered when an adversary monitors the packet transmission timing of an unknown fraction of the network nodes. For a given level of network performance, as measured by network throughput, the problem of maximizing anonymity is studied from a game-theoretic perspective. Using conditional entropy of routes as a measure of anonymity, this problem is posed as a two player zero-sum game between the network designer and the adversary; the task of the adversary is to choose a subset of nodes to monitor so that anonymity of routes is minimum and the task of the network designer is to choose a subset of nodes (referred to as covert relays to generate independent transmission schedules and evade flow detection so that anonymity is maximized. It is shown that a Nash equilibrium exists for a general category of finite networks. The theory is applied to the numerical example of a switching network to study the relationship between anonymity, fraction of monitored relays and the fraction of covert relays.
机译:当攻击者监视未知部分网络节点的数据包传输时间时,就会考虑匿名无线网络问题。对于给定级别的网络性能(通过网络吞吐量衡量),将从博弈论的角度研究最大化匿名性的问题。使用路由的条件熵作为匿名性的度量,此问题被视为网络设计师和对手之间的两人零和博弈。对手的任务是选择一个节点子集进行监视,以使路由的匿名性降至最低,而网络设计人员的任务是选择一个节点子集(称为秘密中继,以生成独立的传输调度并逃避流量检测结果表明,对于一类有限网络,存在一个纳什均衡,该理论被应用到交换网络的数值例子中,研究了匿名性,被监视继电器的分数和隐蔽分数之间的关系。接力。

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