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Incremental gradient on the Grassmannian for online foreground and background separation in subsampled video

机译:Grassmannian上的增量梯度用于二次采样视频中的在线前景和背景分离

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摘要

It has recently been shown that only a small number of samples from a low-rank matrix are necessary to reconstruct the entire matrix. We bring this to bear on computer vision problems that utilize low-dimensional subspaces, demonstrating that subsampling can improve computation speed while still allowing for accurate subspace learning. We present GRASTA, Grassmannian Robust Adaptive Subspace Tracking Algorithm, an online algorithm for robust subspace estimation from randomly subsampled data. We consider the specific application of background and foreground separation in video, and we assess GRASTA on separation accuracy and computation time. In one benchmark video example [16], GRASTA achieves a separation rate of 46.3 frames per second, even when run in MATLAB on a personal laptop.
机译:最近已经显示,仅需要来自低秩矩阵的少量样本即可重建整个矩阵。我们将其应用于利用低维子空间的计算机视觉问题,证明子采样可以提高计算速度,同时仍然允许进行精确的子空间学习。我们提出了GRASTA,Grassmannian鲁棒自适应子空间跟踪算法,这是一种用于从随机子采样数据中进行鲁棒子空间估计的在线算法。我们考虑了背景和前景分离在视频中的具体应用,并评估了GRASTA的分离精度和计算时间。在一个基准视频示例[16]中,即使在个人笔记本电脑上的MATLAB中运行,GRASTA仍可实现每秒46.3帧的分离率。

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