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On Eavesdropper-Tolerance Capability of Two-Hop Wireless Networks

机译:论两跳无线网络的窃听容忍能力

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摘要

Two-hop wireless network serves as the basic net-work model for the study ofgeneral wireless networks, while cooperative jamming is a promising scheme toachieve the physi-cal layer security. This paper establishes a theoreticalframework for the study of eavesdropper-tolerance capability (i.e., the exactmaximum number of eavesdroppers that can be tolerated) in a two-hop wirelessnetwork, where the cooperative jamming is adopted to ensure security defined bysecrecy outage probability (SOP) and opportunistic relaying is adopted toguarantee relia-bility defined by transmission outage probability (TOP). Forthe concerned network, closed form modeling for both SOP and TOP is firstconducted based on the Central Limit Theorem. With the help of SOP and TOPmodels and also the Stochastic Ordering Theory, the model foreavesdropper-tolerance capability analysis is then developed. Finally,extensive simulation and numerical results are provided to illustrate theefficiency of our theoretical framework as well as the eavesdropper-tolerancecapability of the concerned network from adopting cooperative jamming andopportunistic relaying.
机译:两跳无线网络是研究通用无线网络的基本网络模型,而协作干扰是实现物理层安全性的一种有前途的方案。本文建立了一个理论框架,用于研究两跳无线网络中的窃听容错能力(即可以容忍的窃听者的确切最大数量),其中采用协作干扰来确保安全性由保密中断概率(SOP)和采用机会中继来保证由传输中断概率(TOP)定义的可靠性。对于有关的网络,首先根据中央极限定理进行SOP和TOP的封闭形式建模。借助SOP和TOP模型以及随机排序理论,然后开发了模型对吸管-耐受性的分析。最后,提供大量的仿真和数值结果来说明我们的理论框架的有效性,以及通过采用协作干扰和机会中继而对相关网络的窃听者容忍能力。

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