高精度亚像素目标跟踪算法

Yuanfa Ji, Panlong Yin, Xiyan Sun, Qianzi Jia, Ning Guo, Sunyong Wu
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引用次数: 0

摘要

针对KCF跟踪算法定位精度难以达到像素级且不能很好适应目标尺度变化的问题,基于尺度金字塔的相关滤波跟踪算法实现了较高的跟踪精度,但跟踪速度大大降低。引入图像的对数极坐标变换,提出了一种基于对数极坐标变换的目标跟踪算法。首先将目标模板变换为对数极坐标,将目标尺度变化转化为位移信号,然后提取目标模板变换前后的HOG特征,建立位移和尺度滤波模型。最后,在相关滤波框架下对目标的位移和尺度因子进行同步跟踪,并将两者合并得到目标跟踪帧。实验结果表明:本文算法的平均重叠精度较高,跟踪效果较好(实验1)。本文算法可以稳定地跟踪刚性物体,并能很好地适应尺度变化(实验2)。总体精度和成功率居首位(实验3)。本文算法可以近似达到像素级的定位精度,跟踪速度可以达到传统算法的两倍(实验4)。
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High-precision Sub-pixel Object Tracking Algorithm
Aiming at the problem that the positioning accuracy of the KCF tracking algorithm is difficult to reach the pixel level and cannot adapt to the target scale variation well, the correlation filter tracking algorithm based on the scale pyramid achieves higher tracking accuracy, but the tracking speed is greatly reduced. Introducing the logarithmic polar coordinate transformation of the image, an object tracking algorithm based on the logarithmic polar coordinate transformation is proposed. First, the target template is transformed into the logarithmic polar coordinate, and the scale variation of the target is converted into a displacement signal, then extract the HOG features before and after the target template transformation, and the filter model of displacement and scale is established. Finally, the displacement and scale factor of the object are tracked synchronously under the framework of correlation filtering, and the two are merged to obtain the target tracking frame. The experimental results show that: The average overlap precision of the algorithm in this paper is high, and the tracking effect is better (Experiment 1). The algorithm in this paper can track rigid objects stably and can adapt to scale variation accurately very well (Experiment 2). The overall accuracy and success rate are in the first place (Experiment 3). The algorithm in this paper can approximately achieve pixel-level positioning accuracy, and the tracking speed can reach twice the traditional algorithm (Experiment 4).
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