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Position Paper: Panel on Issues and Challenges in Performance Assessment of Multitarget Tracking Algorithms with Applications to Real-World Problems

机译:立场文件:多目标跟踪算法性能评估中的问题和挑战的小组讨论及其在实际问题中的应用

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Traditionally, performance analysis of multitarget data fusion algorithms has been based on measures of effectiveness (MOEs) that quantify 'local' aspects of performance: probability of target detection, average localization miss distance, probability of correct ID. etc. Because multitarget tracking algorithms are highly nonlinear, improving performance with respect to one local MOE can result in decreasing performance with respect to another-and thus conflicting MOEs. Because of such problems, attempts have been made to construct over-all ('global') MOEs via, for example, heuristic weighted averages of local MOEs. Unfortunately, this approach suffers from its own difficulties. The resulting single MOEs have tended to be arbitrary, non-intuitive, difficult to interpret, and sometimes not even invariant with respect to a change of units of measurement.This position paper argues that comprehensive multitarget tracking performance estimation must be based on the fundamental multitarget statistics of a given tracking problem, as described by the theory of finite-set statistics.5 Specifically, truly comprehensive MOE should be denned in terms of the multitarget Bayes posterior probability distribution that characterizes the problem. I briefly survey the most promising techniques: multi-target Kullback-Leibler MOEs and multitarget Czsisar in formation-theoretic MOEs. I also survey intermediately comprehensive MOEs: the multitarget miss distances.
机译:传统上,多目标数据融合算法的性能分析是基于有效措施(MOE)进行的,该措施量化了性能的“局部”方面:目标检测的概率,平均定位缺失距离,正确ID的概率。因为多目标跟踪算法是高度非线性的,所以相对于一个本地MOE的性能提高可能会导致相对于另一本地MOE的性能下降,从而产生冲突。由于这些问题,已经尝试通过例如局部MOE的启发式加权平均值来构建整体(“全局”)MOE。不幸的是,这种方法有其自身的困难。由此产生的单个MOE往往是任意的,非直觉的,难于解释的,有时甚至对于度量单位的变化也不是不变的。本立场文件认为,全面的多目标跟踪性能评估必须基于基本的多目标如有限集统计理论所述。5具体而言,应该根据表征该问题的多目标贝叶斯后验概率分布来定义真正全面的MOE。我简要概述了最有前途的技术:形成理论的MOE中的多目标Kullback-Leibler MOE和多目标Czsisar。我还调查了中等全面的MOE:多目标缺失距离。

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