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Mixed-model multiple-hypothesis tracking of targets in clutter

机译:杂波中目标的混合模型多假设跟踪

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摘要

Tracking targets in clutter, with the inherent data association problem, naturally leads to a Gaussian mixture representation of the probability density function (pdf) of the target state vector, conditioned on the measurements observed. Online trackers require reduction of the number of components in the mixture on each processing cycle, and the integral square error (ISE) based mixture reduction algorithm (MRA) significantly outperforms known alternative algorithms. Moreover, to handle target maneuver onset and changing trajectory characteristics, one can use multiple model adaptive estimation in the form of either multiple model adaptive estimation (MMAE) or interacting multiple model (IMM) algorithms. For maneuvering targets in clutter, one can replace each Kalman filter within a conventional MMAE or IMM with an ISE-based MRA, or better yet, replace each Kalman filter within an ISE-based algorithm with an MMAE or IMM, to yield superior tracking of aggressive maneuvers in deep clutter. Such an ISE-based algorithm of MMAEs is seen to have performance attributes significantly superior to that of a current state-of-the-art tracker.
机译:以固有的数据关联问题为基础,对杂波中的目标进行跟踪自然会导致目标状态向量的概率密度函数(pdf)的高斯混合表示,取决于观察到的测量结果。在线跟踪器要求在每个处理周期中减少混合物中的成分数量,并且基于积分平方误差(ISE)的混合物减少算法(MRA)明显优于已知的替代算法。而且,为了处理目标机动开始和改变轨迹特性,可以以多模型自适应估计(MMAE)或交互多模型(IMM)算法的形式使用多模型自适应估计。为了使目标杂乱无章,可以将常规MMAE或IMM中的每个Kalman滤波器替换为基于ISE的MRA,或者更好的是,将基于ISE的算法中的每个Kalman滤波器替换为MMAE或IMM,以产生出色的跟踪在深深的混乱中进行积极的演习。可以看到,这种基于ISE的MMAE算法具有明显优于当前最新跟踪器的性能属性。

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