首页> 外文会议>European Conference on Computer Vision(ECCV 2006) pt.2; 20060507-13; Graz(AT) >Monocular Tracking of 3D Human Motion with a Coordinated Mixture of Factor Analyzers
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Monocular Tracking of 3D Human Motion with a Coordinated Mixture of Factor Analyzers

机译:通过因子分析仪的协调混合对3D人体运动进行单​​眼跟踪

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Filtering based algorithms have become popular in tracking human body pose. Such algorithms can suffer the curse of dimensionality due to the high dimensionality of the pose state space; therefore, efforts have been dedicated to either smart sampling or reducing the dimensionality of the original pose state space. In this paper, a novel formulation that employs a dimensionality reduced state space for multi-hypothesis tracking is proposed. During off-line training, a mixture of factor analyzers is learned. Each factor analyzer can be thought of as a "local dimensionality reducer" that locally approximates the pose manifold. Global coordination between local factor analyzers is achieved by learning a set of linear mixture functions that enforces agreement between local factor analyzers. The formulation allows easy bidirectional mapping between the original body pose space and the low-dimensional space. During online tracking, the clusters of factor analyzers are utilized in a multiple hypothesis tracking algorithm. Experiments demonstrate that the proposed algorithm tracks 3D body pose efficiently and accurately , even when self-occlusion, motion blur and large limb movements occur. Quantitative comparisons show that the formulation produces more accurate 3D pose estimates over time than those that can be obtained via a number of previously-proposed particle filtering based tracking algorithms.
机译:基于过滤的算法已成为跟踪人体姿势的流行方法。由于姿势状态空间的高维度,这种算法可能遭受维度的诅咒。因此,已经致力于智能采样或减小原始姿势状态空间的维数。在本文中,提出了一种新的公式,该公式采用了降维状态空间进行多假设跟踪。在离线培训期间,将学习混合的因子分析仪。每个因子分析器都可以看作是局部近似姿态歧管的“局部降维器”。局部因子分析器之间的全局协调是通过学习一组线性混合函数来实现的,这些函数可以增强局部因子分析器之间的一致性。该公式允许在原始身体姿势空间和低维空间之间轻松进行双向映射。在在线跟踪期间,因子分析器的群集用于多种假设跟踪算法中。实验表明,即使发生自我遮挡,运动模糊和大肢运动,该算法也能有效,准确地跟踪3D人体姿势。定量比较显示,与通过许多先前提出的基于粒子过滤的跟踪算法可以获得的3D姿态估计相比,该制剂随时间推移会产生更准确的3D姿态估计。

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