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An Online Algorithm for Separating Sparse and Low-Dimensional Signal Sequences From Their Sum

机译:一种从稀疏和低维信号序列中求和的在线算法

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This paper designs and extensively evaluates an online algorithm, called practical recursive projected compressive sensing (Prac-ReProCS), for recovering a time sequence of sparse vectors $S_{t}$ and a time sequence of dense vectors $L_{t}$ from their sum, $M_{t}:=S_{t}+L_{t}$, when the $L_{t}$ 's lie in a slowly changing low-dimensional subspace of the full space. A key application where this problem occurs is in real-time video layering where the goal is to separate a video sequence into a slowly changing background sequence and a sparse foreground sequence that consists of one or more moving regions/objects on-the-fly. Prac-ReProCS is a practical modification of its theoretical counterpart which was analyzed in our recent work. Extension to the undersampled case is also developed. Extensive experimental comparisons demonstrating the advantage of the approach for both simulated and real videos, over existing batch and recursive methods, are shown.
机译:本文设计并广泛评估了一种在线算法,该算法称为实用递归投影压缩感知(Prac-ReProCS),用于恢复稀疏矢量的时间序列。 } $ 和密集向量 $ L_ {t} $ 的时间序列, $ M_ {t}:= S_ {t} + L_ {t} $ ,当 $ L_ {t} $ 位于整个空间的缓慢变化的低维子空间中。发生此问题的关键应用是实时视频分层,其目标是将视频序列分为缓慢变化的背景序列和由一个或多个动态区域/物体组成的稀疏前景序列。 Prac-ReProCS是对其理论对应物的实际修改,我们在最近的工作中对此进行了分析。还开发了对欠采样情况的扩展。与现有的批处理和递归方法相比,进行了广泛的实验比较,证明了该方法在模拟视频和真实视频上的优势。

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