Abstract

Gaussian mixture probability hypothesis density (GM-PHD) filtering based on random finite set (RFS) is an effective method to deal with multi-target tracking (MTT). However, the traditional GM-PHD filter cannot form a continuous track in the tracking process, and it is easy to produce a large number of redundant invalid likelihood functions in a dense clutter environment, which reduces the computational efficiency and affects the update result of target probability hypothesis density, resulting in excessive tracking error. Therefore, based on the GM-PHD filter framework, the target state space is extended to a higher dimension. By adding a label set, each Gaussian component is assigned a label, and the label is merged in the pruning and merging step to increase the merging threshold to reduce the Gaussian component generated by dense clutter update, which reduces the computation in the next prediction and update. After pruning and merging, the Gaussian components are further clustered and optimized by threshold separation clustering, thus as to improve the tracking performance of the filter and finally realizing the accurate formation of multi-target tracks in a dense clutter environment. Simulation results show that the proposed algorithm can form a continuous and reliable track in dense clutter environment and has good tracking performance and computational efficiency.

Highlights

  • Multi-target tracking (MTT) is a process of assigning the measured values to the targets, filtering them at the same time, and managing the tracks of multiple targets according to the time step [1,2]

  • In the framework of Gaussian mixture probability hypothesis density (GM-ProbabilityHypothesis Density (PHD)) filtering, this paper introduces the Gaussian component label set into the pruning and merging step and proposes a threshold separation clustering algorithm considering velocity and position information to extract the target state

  • GM-PHD filter represents the prior PHD (1) and the posterior PHD (2) of multitarget as Gaussian mixture formation, and its iterative recursion can be expressed as a prediction update structure similar to Kalman filter (KF), and the algorithm is processed in a multi-target space

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Summary

Introduction

Multi-target tracking (MTT) is a process of assigning the measured values to the targets, filtering them at the same time, and managing the tracks of multiple targets according to the time step [1,2]. In the framework of GM-PHD filtering, this paper introduces the Gaussian component label set into the pruning and merging step and proposes a threshold separation clustering algorithm considering velocity and position information to extract the target state. This method outputs the target track accurately and improves the tracking accuracy and reduces the computational complexity.

PHD Recursion n o
Gaussian Mixture Implementation
Label GM-PHD Filter
Robust Label GM-PHD Filter
Improve Pruning and Merging Methods
Threshold Separation Clustering
Tracking Correlation to Form a Track
Overall Steps to Improve the Algorithm
Experimental Parameter Setting
Simulation Scenario 1
Computational Complexity Analysis
Simulation Scenario 2
Performance
Simulation
Comparison
Simulation Scenario 4
Findings
Full Text
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