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A Clean Slate Approach to Secure Ad Hoc Wireless Networking-Open Unsynchronized Networks

机译:全新的安全Ad Hoc无线网络-开放式非同步网络方法

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Distributed cyberphysical systems depend on secure wireless ad hoc networks to ensure that the sensors, controllers, and actuators (or nodes) in the system can reliably communicate. Such networks are difficult to design because, being inherently complex, they are vulnerable to attack. As a result, the current process of designing secure protocols for wireless ad hoc networks is effectively an arms race between discovering attacks and creating fixes. At no point in the process is it possible to make provable performance and security guarantees. This paper proposes a system-theoretic framework for the design of secure open wireless ad hoc networks, that provides precisely such guarantees. The nodes are initially unsynchronized, and join the network at any stage of the operation. The framework consists of a zero-sum game between all protocols and adversarial strategies, in which the protocol is announced before the adversarial strategy. Each choice of protocol and adversarial strategy results in a payoff. The design imperative is to choose the protocol that achieves the optimal payoff. We propose an “edge-tally supervised” merge protocol that is theoretically significant in three ways. First, the protocol achieves the max-min payoff; the highest possible payoff since the adversarial strategy always knows the protocol a priori. Second, the protocol actually does better and achieves the min-max payoff; it is a Nash equilibrium in the space of protocols and adversarial strategies. The adversarial nodes gain no advantage from knowing the protocol a priori. Third, the adversarial nodes are effectively limited to either jamming or conforming to the protocol; more complicated behaviors yield no strategic benefit.
机译:分布式网络物理系统依赖于安全的无线ad hoc网络,以确保系统中的传感器,控制器和执行器(或节点)能够可靠地通信。这样的网络很难设计,因为它们天生就很复杂,容易受到攻击。结果,为无线自组织网络设计安全协议的当前过程实际上是发现攻击与创建修复之间的军备竞赛。在此过程中的任何时候都不可能实现可证明的性能和安全性保证。本文提出了一种用于安全开放无线ad hoc网络设计的系统理论框架,正是这种框架提供了这样的保证。这些节点最初是不同步的,并且在操作的任何阶段都已加入网络。该框架由所有协议和对抗策略之间的零和博弈组成,其中协议在对抗策略之前宣布。协议和对抗策略的每种选择都会带来回报。设计必须选择能够实现最佳收益的协议。我们提出了一种“边缘统计”合并协议,该协议在三种方面在理论上具有重要意义。首先,该协议实现了最大-最小收益;由于对抗策略始终先验知道协议,因此可能获得的收益最高。其次,该协议实际上做得更好,并实现了最小-最大收益。它是协议和对抗策略空间中的纳什均衡。对抗节点从先验知道协议就没有任何优势。第三,对抗节点被有效地限制为干扰或符合协议。更复杂的行为不会带来战略利益。

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