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Efficient multiple hypotheses tracking scheme using adaptive number of ‘K’ best hypotheses for target tracking in clutter

机译:使用杂乱无章的目标跟踪的有效数量的“ K”个最佳假设进行有效的多重假设跟踪方案

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摘要

In a cluttered target tracking environment multiple hypotheses tracking (MHT) based algorithms improve the data association by considering a batch of measurements. To reduce the computational complexity generated by the exponential growth of hypotheses, the number of hypotheses is limited to k in the k best MHT algorithm. In conventional k best MHT algorithm the value of k is fixed. This paper proposes a method to keep the value of k adaptive depending on the scenario complexity and also depending on the likelihood of the valid hypotheses. The Monte Carlo simulation results carried out in this paper justifies the advantage of the proposed method compared to the fixed k-best MHT algorithm.
机译:在混乱的目标跟踪环境中,基于多个假设跟踪(MHT)的算法通过考虑一批测量来改善数据关联。为了降低假设的指数增长所产生的计算复杂性,在k个最佳MHT算法中,假设的数量限制为k个。在传统的k最佳MHT算法中,k的值是固定的。本文提出了一种根据场景复杂度以及有效假设的可能性保持k值自适应的方法。与固定k最佳MHT算法相比,本文进行的蒙特卡罗模拟结果证明了该方法的优势。

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