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An Accelerated IMM JPDA Algorithm for Tracking Multiple Manoeuvring Targets in Clutter

机译:一种加速IMM JPDA算法,用于跟踪杂波中的多个机动目标

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Theoretically the most powerful approach for tracking multiple targets is known to be Multiple Hypothesis Tracking (MHT) method. The MHT method, however, leads to combinatorial explosion and computational overload. By using an algorithm for finding the K-best assignments, MHT approach can be considerably optimized in terms of computational load. A much simpler alternative of MHT approach can be the Joint Probabilistic Data Association (JPDA) algorithm combined with Interacting Multiple Models (IMM) approach. Even though it is much simpler, this approach can overwhelm computations as well. To overcome this drawback an algorithm due to Murty and optimized by Miller, Stone and Cox is embedded in IMM-JPDA algorithm for determining a ranked set of K-best hypotheses instead of all feasible hypotheses. The presented algorithm assures continuous maneuver detection and adequate estimation of manoeuvring targets in heavy clutter. This affects in a good target tracking performance with limited computational and memory requirements. The corresponding numerical results are presented.
机译:理论上,已知最强大的跟踪多个目标的方法是多个假设跟踪(MHT)方法。然而,MHT方法导致组合爆炸和计算过载。通过使用用于查找K-Best分配的算法,在计算负载方面可以大大优化MHT方法。 MHT方法的更简单替代方案可以是与交互多模型(IMM)方法相结合的联合概率数据关联(JPDA)算法。即使它更简单,这种方法也可以压倒计算。为了克服该缺点,由MuRTY和Miller,Stone和Cox优化的算法嵌入IMM-JPDA算法,用于确定排名的K-Best假设而不是所有可行的假设。所提出的算法确保了持续的机动检测和对重型杂波的机动目标进行充分估计。这会影响具有有限的计算和内存要求的良好目标跟踪性能。提出了相应的数值结果。

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