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Evidential framework for data fusion in a multi-sensor surveillance system

机译:多传感器监视系统中数据融合的证据框架

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The multi-sensor data fusion relies on a combination of information pieces to produce a more accurate or complete description of the environment In this work, we considered the case of a surveillance system using several heterogeneous sensors in a network. In such a system, the data fusion objective is to merge the detections provided by the different sensors in order to count, locate and track all the targets in the monitored area. The problem was addressed in the context of Belief Function theory in order to cope with the high inaccuracy of information and the different forms of imprecision. In this framework, we developed a unified approach to model and merge the detections coming from various kinds of sensors with prior knowledge about target location derived from topographical elements. We showed that the developed belief model provided an efficient measurement for data association between tracks and detections. Considering scalable constraints for the system, the complexity and consistency of belief function representation should be controlled, which was achieved by implementing versatile discernment frames and by restricting the number of focal elements. The proof of concept of the proposed data fusion module was achieved by implementing it in an actual detection system. Real-world scenarios were used to draw some conclusions about localization performance and end-user perception. Further experiments were also performed on simulated data to focus on data association and belief function simplification subproblems.
机译:多传感器数据融合依赖于信息片段的组合来产生对环境的更准确或完整的描述。在这项工作中,我们考虑了在网络中使用多个异构传感器的监视系统的情况。在这样的系统中,数据融合的目标是合并由不同传感器提供的检测结果,以便对监视区域中的所有目标进行计数,定位和跟踪。在信度函数理论的背景下解决了该问题,以应对信息的高度准确性和不精确性的不同形式。在此框架中,我们开发了一种统一的方法来对来自各种传感器的检测进行建模和合并,并结合有关地形元素得出的目标位置的先验知识。我们表明,开发的置信度模型为跟踪和检测之间的数据关联提供了有效的度量。考虑到系统的可伸缩约束,应控制信念函数表示的复杂性和一致性,这是通过实现通用的识别框架并限制焦点元素的数量来实现的。所提出的数据融合模块的概念证明是通过在实际的检测系统中实施而实现的。实际场景用于得出有关本地化性能和最终用户感知的一些结论。还对模拟数据进行了进一步的实验,以关注数据关联和置信函数简化子问题。

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