Security versus reliability analysis of opportunistic relaying

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Journal titleIEEE Transactions on Vehicular Technology
Article number6675858
Pages26532661; # of pages: 9
SubjectCooperative communication; Outages; Reliability; Security systems; Wireless telecommunication systems; Eavesdropping attacks; Opportunistic relay selections; Opportunistic relaying; Outage probability; Physical-layer securities; Security and reliabilities; Security-reliability tradeoff; Wireless communications; Network security
AbstractPhysical-layer security is emerging as a promising paradigm of securing wireless communications against eavesdropping between legitimate users, when the main link spanning from a source to a destination has better propagation conditions than the wiretap link from a source to an eavesdropper. In this paper, we identify and analyze the tradeoffs between the security and reliability of wireless communications in the presence of eavesdropping attacks. Typically, the reliability of the main link can be improved by increasing the source's transmit power (or decreasing its date rate) to reduce the outage probability (OP), which unfortunately increases the risk that an eavesdropper succeeds in intercepting the source message through the wiretap link, since the OP of the wiretap link also decreases when a higher transmit power (or lower date rate) is used. We characterize the security-reliability tradeoffs (SRT) of conventional direct transmission from the source to the destination in the presence of an eavesdropper, where the security and reliability are quantified in terms of the intercept probability (IP) by an eavesdropper and the OP experienced at the destination, respectively. To improve the SRT, we then propose opportunistic relay selection (ORS) and quantify the attainable SRT improvement upon increasing the number of relays. It is shown that given the maximum tolerable IP, the OP of our ORS scheme approaches zero for N → ∞, where N is the number of relays. Conversely, given the maximum tolerable OP, the IP of our ORS scheme tends to zero for N → ∞.
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AffiliationNational Research Council Canada; Construction
Peer reviewedYes
NPARC number21272933
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Record identifierd70e5ea9-69b7-4f0d-a3a2-67ffb86093bf
Record created2014-12-03
Record modified2017-04-05
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