基于低秩张量分解的平稳背景模型初始化

S. Javed, T. Bouwmans, Soon Ki Jung
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引用次数: 13

摘要

背景模型(也称为无前景图像)对异常点或噪声的初始化是各种计算机视觉应用的一项非常重要的任务。使用高阶鲁棒主成分分析的张量分解已被证明是精确恢复低秩(对应于背景模型)成分的非常有效的框架。最近的研究表明,基于在线优化的张量分解为低秩和稀疏分量的方法解决了先前方法的内存限制和计算问题。然而,它是基于核范数的迭代优化,当输入观测张量的大条目被异常值破坏时,核范数并不总是鲁棒的。因此,背景建模任务在异常值数量增加的情况下表现出较弱的性能。为了解决这个问题,本文使用最大范数约束将在线张量分解扩展为低秩和稀疏分量。由于最大范数正则化器比核范数对大量离群值具有更强的鲁棒性,因此所提出的基于扩展张量的最大范数分解框架提供了对背景场景的准确估计。对合成数据以及真实数据集(如场景背景建模初始化(SBMI))的实验评估显示,与目前的方法相比,背景建模任务的性能令人鼓舞。
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SBMI-LTD: stationary background model initialization based on low-rank tensor decomposition
Initialization of background model also known as foreground-free image against outliers or noise is a very important task for various computer vision applications. Tensor deomposition using Higher Order Robust Principal Component Analysis has been shown to be a very efficient framework for exact recovery of low-rank (corresponds to the background model) component. Recent study shows that tensor decomposition based on online optimization into low- rank and sparse component addressed the limitations of memory and computational issues as compared to the earlier approaches. However, it is based on the iterative optimization of nuclear norm which is not always robust when the large entries of an input observation tensor are corrupted against outliers. Therefore, the task of background modeling shows a weak performance in the presence of an increasing number of outliers. To address this issue, this paper presents an extension of an online tensor decomposition into low-rank and sparse components using a maximum norm constraint. Since, maximum norm regularizer is more robust than nuclear norm against large number of outliers, therefore the proposed extended tensor based decomposition framework with maximum norm provides an accurate estimation of background scene. Experimental evaluations on synthetic data as well as real dataset such as Scene Background Modeling Initialization (SBMI) show encouraging performance for the task of background modeling as compared to the state of the art approaches.
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