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Multiple Object Tracking Using the Shortest Path Faster Association Algorithm

机译:使用最短路径更快的关联算法进行多个对象跟踪

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To solve the persistently multiple object tracking in cluttered environments, this paper presents a novel tracking association approach based on the shortest path faster algorithm. First, the multiple object tracking is formulated as an integer programming problem of the flow network. Then we relax the integer programming to a standard linear programming problem. Therefore, the global optimum can be quickly obtained using the shortest path faster algorithm. The proposed method avoids the difficulties of integer programming, and it has a lower worst-case complexity than competing methods but better robustness and tracking accuracy in complex environments. Simulation results show that the proposed algorithm takes less time than other state-of-the-art methods and can operate in real time.
机译:为了解决杂乱环境中的持续多个对象跟踪,本文提出了一种基于最短路径速度算法的新型跟踪关联方法。首先,将多个对象跟踪配制为流量网络的整数编程问题。然后我们将整数编程放宽到标准的线性编程问题。因此,可以使用最短路径更快地获得全局最佳算法。所提出的方法避免了整数编程的困难,它具有比竞争方法更低的最坏情况复杂性,而是在复杂环境中更好的稳健性和跟踪准确性。仿真结果表明,所提出的算法比其他最先进的方法更少,并且可以实时运行。

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