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Multi-object Multi-sensor Tracking Simulation Using Poisson Multi-Bernoulli Mixture Filter

机译:基于Poisson-Multi-Bernoulli混合滤波器的多目标多传感器跟踪仿真

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Multi-object tracking and multi-sensor fusion algorithms are used in many areas of science and technology. For example, in an advanced field such as autonomous vehicles, multi-object tracking and multi-sensor fusion are indispensable technologies. The purpose of these technologies is to processing noisy measurements from different sensors to determine the number and state of objects with high accuracy. Some of the algorithms frequently used in multi-object tracking applications are Global Nearest Neighbor Filter (GNN), Joint Probabilistic Data Association Filter (JPDA), Multiple Hypothesis Tracking (MHT), Probability Hypothesis Density Filter (PHD), and other algorithms. These algorithms are very effective for estimating the state of objects and can combine measurements from multiple sensors to improve estimation accuracy [1,2]. But an even more powerful tool for multi-object tracking is the Poisson multi-Bernoulli mixture filter (PMBM Filter) [1]. In this paper, we will introduce the PMBM filter and simulate an algorithm using a PMBM filter that combines measurements from multiple automotive sensors to estimates object’s states. At the same time, we also compare the performance of the aforementioned algorithms in some specific simulation scenarios.
机译:多目标跟踪和多传感器融合算法被应用于许多科学技术领域。例如,在自动驾驶汽车等先进领域,多目标跟踪和多传感器融合是不可或缺的技术。这些技术的目的是处理来自不同传感器的噪声测量,以高精度确定物体的数量和状态。在多目标跟踪应用中经常使用的一些算法有全局最近邻滤波器(GNN)、联合概率数据关联滤波器(JPDA)、多假设跟踪(MHT)、概率假设密度滤波器(PHD)和其他算法。这些算法对于估计物体的状态非常有效,可以将来自多个传感器的测量值结合起来,以提高估计精度[1,2]。但是一个更强大的多目标跟踪工具是泊松-多贝努利混合滤波器(PMBM滤波器)[1]。在本文中,我们将介绍PMBM滤波器,并模拟使用PMBM滤波器的算法,该滤波器结合来自多个汽车传感器的测量来估计对象的状态。同时,我们还比较了上述算法在特定仿真场景中的性能。

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