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An extended first-order Bayes filter for force aggregation

机译:用于强制聚集的扩展一阶贝叶斯滤波器

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A group target is a group of individual targets which are part of some larger military formation (battalion, brigade, tank column, aircraft carrier group, etc.). Force aggregation (also known as Level 2 fusion or situation assessment) is the process of detecting, tracking, and identifying group targets. In an AeroSense Conference paper last year I proposed a theoretically unified and potentially practical approach to force aggregation based on "finite-set statistics" (FISST). Cluster processes were used to model the force aggregation problem. An optimal (but computationally intractable) Bayes filter was derived for force aggregation. Potential computational tractability was achieved by generalizing the concept of a first-order multitarget moment filter to group targets. Last year, lack of space prevented me from explicitly describing the prediction and correction equations for this group-PHD filter. I do so in this paper, generalizing the PHD filter to include spontaneously generated targets. I also take this opportunity to respond to some recent published criticisms of FISST.
机译:群体目标是一组各个目标,这些目标是一些较大的军事地层的一部分(营,旅,坦克栏,航空母舰组等)。强制聚集(也称为级别2融合或情况评估)是检测,跟踪和识别组目标的过程。去年在雾化会议论文中,我提出了一种基于“有限集统计”(FISST)的强制统治的理论统一和潜在的实用方法。群集进程用于模拟力聚合问题。导出最佳(但计算性难治性)贝叶斯过滤器用于强制聚集。通过概括一阶MultiTar瞬间滤波器对组目标来实现潜在的计算途径。去年,缺乏空间阻止了我明确地描述了该组PHD滤波器的预测和校正方程。我在本文中这样做,将PHD滤波器概括为包括自发生成的目标。我还借此机会回应最近发表对FISST的批评。

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