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Hierarchical 2-D Feature Coding for Secure Pilot Authentication in Multi-User Multi-Antenna OFDM Systems: A Reliability Bound Contraction Perspective

机译:多用户多天线OFDM系统中用于安全导频身份验证的分层二维特征编码:可靠性约束收缩观点

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Due to the publicly known and deterministic characteristic of pilot tones, pilot authentication (PA) in multi-user multi-antenna orthogonal frequency-division multiplexing systems is very susceptible to the jammingulling/spoofing behaviors. To solve this, in this paper, we develop a hierarchical 2-D feature (H2DF) coding theory that exploits the hidden pilot signal features, i.e., the energy feature and independence feature, to secure pilot information coding which is applied between legitimate parties through a well-designed five-layer hierarchical coding model to achieve secure multiuser PA (SMPA). The reliability of SMPA is characterized using the identification error probability (IEP) of pilot encoding and decoding with the exact closed-form upper and lower bounds. However, this phenomenon of non-tight bounds brings about the risk of long-term instability in SMPA. Therefore, a reliability bound contraction theory is developed to shrink the bound interval, and practically, this is done by an easy-to-implement technique, namely, codebook partition within the H2DF code. In this process, a tradeoff between the upper and lower bounds of IEP is identified and a problem of optimal upper and lower bound tradeoff is formulated, with the objective of optimizing the cardinality of sub-codebooks such that the upper and lower bounds coincide. Solving this, we finally derive an exact closed-form expression for IEP, which realizes a stable and highly reliable SMPA. Numerical results validate the stability and resilience of H2DF coding in SMPA.
机译:由于导频音的公知和确定性特性,多用户多天线正交频分多路复用系统中的导频认证(PA)非常容易受到干扰/消零/欺骗行为的影响。为了解决这个问题,在本文中,我们开发了一种分层的2-D特征(H2DF)编码理论,该理论利用隐藏的导频信号特征(即能量特征和独立性特征)来保护通过合法方之间应用的导频信息编码设计良好的五层分层编码模型,以实现安全的多用户PA(SMPA)。 SMPA的可靠性通过具有精确的封闭式上下限的导频编码和解码的识别错误概率(IEP)来表征。但是,这种不紧密边界的现象带来了SMPA长期不稳定的风险。因此,发展了一种可靠的约束收缩理论来缩小约束间隔,并且实际上,这是通过一种易于实现的技术完成的,即H2DF代码中的代码本分区。在该过程中,识别IEP的上限和下限之间的折衷,并且提出最佳的上限和下限权衡的问题,目的是优化子码本的基数,以使得上限和下限重合。解决这个问题,我们最终为IEP导出一个精确的闭式表达式,该表达式实现了稳定且高度可靠的SMPA。数值结果验证了SMPA中H2DF编码的稳定性和弹性。

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