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Radar sensor network for target detection using Chernoff information and relative entropy

机译:利用Chernoff信息和相对熵进行目标检测的雷达传感器网络

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摘要

In this paper, we propose to apply information theory to Ultra wide band (UWB) radar sensor network (RSN) to detect target in foliage environment. Information theoretic algorithms such as Maximum entropy method (MEM) and mutual information are proven methods, that can be applied to data collected by various sensors. However, the complexity of the environment poses uncertainty in fusion center. Chernoff information provides the best error exponent of detection in Bayesian environment. In this paper, we consider the target detection as binary hypothesis testing and use Chernoff information as sensor selection criterion, which significantly reduces the processing load. Another strong information theoretic algorithm, method of types, is applicable to our MEM based target detection algorithm as entropy is dependent on the empirical distribution only. Method of types analyzes the probability of a sequence based on empirical distribution. Based on this, we can find the bound on probability of detection. We also propose to use Relative entropy based processing in the fusion center based on method of types and Chernoff Stein Lemma. We study the required quantization level and number of nodes in gaining the best error exponent. The performance of the algorithms were evaluated, based on real world data.
机译:在本文中,我们建议将信息论应用于超宽带(UWB)雷达传感器网络(RSN),以检测树叶环境中的目标。信息理论算法(例如最大熵方法(MEM)和互信息)是行之有效的方法,可以应用于各种传感器收集的数据。但是,环境的复杂性给融合中心带来了不确定性。 Chernoff信息提供了贝叶斯环境中检测的最佳错误指数。在本文中,我们将目标检测视为二元假设检验,并使用Chernoff信息作为传感器选择标准,这大大降低了处理负荷。另一个强大的信息理论算法(类型方法)适用于我们基于MEM的目标检测算法,因为熵仅取决于经验分布。类型方法基于经验分布分析序列的概率。基于此,我们可以找到检测概率的界限。我们还建议基于类型和Chernoff Stein Lemma方法在融合中心中使用基于相对熵的处理。我们研究了获得最佳误差指数所需的量化级别和节点数。根据实际数据评估了算法的性能。

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