鲁棒平面目标跟踪和单凸姿估计

M. Donoser, P. Kontschieder, H. Bischof
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引用次数: 19

摘要

本文介绍了一种实时跟踪弱纹理平面物体并同时估计其三维姿态的新方法。其基本思想是将经典的检测跟踪方法(在每帧中寻找要独立跟踪的对象)用于跟踪非纹理对象。为了在每一帧中稳健地估计这些物体的三维姿态,我们必须解决三个苛刻的问题。首先,我们需要找到一个稳定的对象表示,它对背景具有可辨别性,并且高度重复。其次,我们必须在每一帧中健壮地重新定位这种表示,在相当大的视点变化期间也是如此。最后,我们必须从一个单一的,封闭的物体轮廓估计姿态。当然,所有的需求都必须以低计算成本和实时的方式来满足。为了解决上述问题,我们建议利用最大稳定极值区域(mser)的特性来有效地检测所需的轮廓,并应用随机蕨类作为高效和鲁棒的分类器进行跟踪。为了估计三维姿态,我们在封闭轮廓上构造一个透视不变的帧,该帧本质上是由提取的MSER提供的。在我们的实验中,我们在一个单一的要求下,在各种具有挑战性的图像序列上获得了准确姿态的鲁棒跟踪结果:用于跟踪的一个MSER必须至少有一个足以偏离其凸壳的凹度。
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Robust planar target tracking and pose estimation from a single concavity
In this paper we introduce a novel real-time method to track weakly textured planar objects and to simultaneously estimate their 3D pose. The basic idea is to adapt the classic tracking-by-detection approach, which seeks for the object to be tracked independently in each frame, for tracking non-textured objects. In order to robustly estimate the 3D pose of such objects in each frame, we have to tackle three demanding problems. First, we need to find a stable representation of the object which is discriminable against the background and highly repetitive. Second, we have to robustly relocate this representation in every frame, also during considerable viewpoint changes. Finally, we have to estimate the pose from a single, closed object contour. Of course, all demands shall be accommodated at low computational costs and in real-time. To attack the above mentioned problems, we propose to exploit the properties of Maximally Stable Extremal Regions (MSERs) for detecting the required contours in an efficient manner and to apply random ferns as efficient and robust classifier for tracking. To estimate the 3D pose, we construct a perspectively invariant frame on the closed contour which is intrinsically provided by the extracted MSER. In our experiments we obtain robust tracking results with accurate poses on various challenging image sequences at a single requirement: One MSER used for tracking has to have at least one concavity that sufficiently deviates from its convex hull.
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