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Local Threshold Design for Target Localization Using Error Correcting Codes in Wireless Sensor Networks in the Presence of Byzantine Attacks

机译:存在拜占庭式攻击时使用无线传感器网络中的纠错码进行目标定位的本地阈值设计

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In this paper, we revisit the received signal strength (RSS)-based target localization technique presented in Vempaty et al., where a simple threshold quantizer was employed to quantize the RSS values prior to sending them to the fusion center. It was shown that the probability of misclassification of the distributed classification fusion using error correcting codes scheme vanishes as the number of sensors tends to infinity. This result was obtained based on an intuitive threshold design at the local sensors, and the question of how much a careful design of local thresholds can help improve the overall performance was not addressed. In this paper, we demonstrate the significance of threshold design for accurate and robust target localization in wireless sensor networks, particularly, when the number of sensors is finite. With this objective, we derive an upper bound on the probability of misclassification as a function of RSS thresholds by using the union inequality. The RSS thresholds that algorithmically minimize the derived misclassification error bound are then numerically obtained over a mirror-based homomorphic sensor deployment structure. Simulations over fading wireless links show that the scheme based on newly found optimized RSS thresholds considerably outperforms the previous scheme using the thresholds that are intuitively selected, especially in the presence of Byzantine attacks that severely impact information security.
机译:在本文中,我们将重新审视Vempaty等人提出的基于接收信号强度(RSS)的目标定位技术,其中使用简单的阈值量化器对RSS值进行量化,然后再将其发送到融合中心。结果表明,随着传感器数量趋于无穷大,使用纠错码方案对分布式分类融合进行错误分类的可能性消失了。该结果是基于在局部传感器处的直观阈值设计而获得的,并且未解决过仔细设计局部阈值可以帮助改善整体性能的问题。在本文中,我们证明了阈值设计对于无线传感器网络中准确而鲁棒的目标定位的重要性,尤其是在传感器数量有限的情况下。出于这个目标,我们通过使用联合不等式推导了误分类概率与RSS阈值的函数关系的上限。然后,在基于镜像的同态传感器部署结构上以数值方式获得从算法上使派生的误分类误差范围最小化的RSS阈值。对衰落的无线链路的仿真表明,基于新发现的优化RSS阈值的方案明显优于使用直观选择的阈值的先前方案,特别是在存在严重影响信息安全性的拜占庭式攻击的情况下。

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