使用倾斜随机森林的鲁棒视觉跟踪

Le Zhang, Jagannadan Varadarajan, P. N. Suganthan, N. Ahuja, P. Moulin
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引用次数: 92

摘要

随机森林已经成为一种强大的分类技术,在图像分类、姿态估计和目标检测等各种视觉任务中都有很好的应用前景。然而,目前的技术在视觉跟踪方面几乎没有进步,因为它们大多依赖于分段正交超平面来创建决策节点,并且缺乏在线跟踪所需的健壮的增量学习机制。本文提出了一种基于增量斜随机森林的判别跟踪器。与传统的正交决策树使用单个特征和启发式度量来获得每个节点的分裂不同,我们建议使用更强大的近端支持向量机来获得斜超平面,以更好地捕获数据的几何结构。生成的决策面不受轴对齐的限制,因此能够更好地表示和分类输入数据。此外,为了推广到在线跟踪场景,我们推导了增量更新步骤,使每个节点中的超平面能够递归地、有效地以封闭形式更新。我们使用两个大型基准数据集(OTB-51和OTB-100)证明了我们方法的有效性,并表明我们的方法通过依赖简单的HOG特征以及结合更复杂的基于深度神经网络的模型,在几个具有挑战性的情况下给出了有竞争力的结果。所提出的随机森林的实现可以在https://github.com/ZhangLeUestc/ Incremental-Oblique-Random-Forest上获得。
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Robust Visual Tracking Using Oblique Random Forests
Random forest has emerged as a powerful classification technique with promising results in various vision tasks including image classification, pose estimation and object detection. However, current techniques have shown little improvements in visual tracking as they mostly rely on piece wise orthogonal hyperplanes to create decision nodes and lack a robust incremental learning mechanism that is much needed for online tracking. In this paper, we propose a discriminative tracker based on a novel incremental oblique random forest. Unlike conventional orthogonal decision trees that use a single feature and heuristic measures to obtain a split at each node, we propose to use a more powerful proximal SVM to obtain oblique hyperplanes to capture the geometric structure of the data better. The resulting decision surface is not restricted to be axis aligned and hence has the ability to represent and classify the input data better. Furthermore, in order to generalize to online tracking scenarios, we derive incremental update steps that enable the hyperplanes in each node to be updated recursively, efficiently and in a closed-form fashion. We demonstrate the effectiveness of our method using two large scale benchmark datasets (OTB-51 and OTB-100) and show that our method gives competitive results on several challenging cases by relying on simple HOG features as well as in combination with more sophisticated deep neural network based models. The implementations of the proposed random forest are available at https://github.com/ZhangLeUestc/ Incremental-Oblique-Random-Forest.
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