A Circular Detection Driven Adaptive Birth Density for Multi-Object Tracking with Sets of Trajectories

Patrick Hoher, Tim Baur, J. Reuter, F. Govaers, W. Koch
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Abstract

Multi-object tracking filters require a birth density to detect new objects from measurement data. If the initial positions of new objects are unknown, it may be useful to choose an adaptive birth density. In this paper, a circular birth density is proposed, which is placed like a band around the surveillance area. This allows for 360° coverage. The birth density is described in polar coordinates and considers all point-symmetric quantities such as radius, radial velocity and tangential velocity of objects entering the surveillance area. Since it is assumed that these quantities are unknown and may vary between different targets, detected trajectories, and in particular their initial states, are used to estimate the distribution of initial states. The adapted birth density is approximated as a Gaussian mixture, so that it can be used for filters operating on Cartesian coordinates.
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基于圆检测的自适应出生密度多目标轨迹跟踪
多目标跟踪滤波器需要一个出生密度来从测量数据中检测新的目标。如果新物体的初始位置是未知的,那么选择一个自适应的出生密度可能是有用的。本文提出了一个圆形的出生密度,它像一个带一样被放置在监视区域周围。这允许360°覆盖。出生密度以极坐标表示,并考虑进入监视区域的物体的半径、径向速度和切向速度等所有点对称量。由于假设这些量是未知的,并且在不同的目标之间可能会变化,因此检测到的轨迹,特别是它们的初始状态,被用来估计初始状态的分布。适应的出生密度近似为高斯混合,因此它可以用于在笛卡尔坐标上操作的滤波器。
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