基于稀疏子空间聚类的多体非刚性结构运动分割

Wenqing Huang, Qingfeng Hu, Yaming Wang, M. Jiang
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引用次数: 1

摘要

稀疏子空间聚类(SSC)是将数据点划分为子空间节点的最新方法之一,具有很强的理论保证。然而,仿射矩阵学习对于多体非刚体结构和运动的分割并不是很有效。为了提高SSC算法在分割多个非刚性运动时的分割性能和效率,我们提出了一种算法,该算法利用层次聚类来发现数据的内部联系,并使用一些轨迹来表示整个序列(在本文中,我们将这些轨迹称为锚定轨迹集)。只有锚轨迹的对应位置具有非零权值。此外,为了提高同一子空间中轨迹之间的亲和系数和强连接,我们通过整合多层图和良好邻居来优化权重矩阵。实验证明我们的方法是有效的。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Multibody Nonrigid Structure from Motion Segmentation Based on Sparse Subspace Clustering
Sparse subspace clustering (SSC) is one of the latest methods of dividing data points into subspace joints, which has a strong theoretical guarantee. However, affine matrix learning is not very effective for segmenting multibody nonrigid structure from motion. To improve the segmentation performance and efficiency of the SSC algorithm in segmenting multiple nonrigid motions, we propose an algorithm that deploys the hierarchical clustering to discover the inner connection of data and represents the entire sequence using some of trajectories (in this paper, we refer to these trajectories as the set of anchor trajectories). Only the corresponding positions of the anchor trajectories have nonzero weights. Furthermore, in order to improve the affinity coefficient and strong connection between trajectories in the same subspace, we optimise the weight matrix by integrating the multilayer graphs and good neighbors. The experiments prove that our methods are effective.
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