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L-1-Subspace Tracking for Streaming Data

机译:L-1-subpace跟踪用于流数据

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摘要

High-dimensional data usually exhibit intrinsic low-rank structures. With tremendous amount of streaming data generated by ubiquitous sensors in the world of Internet-of-Things, fast detection of such low-rank pattern is of utmost importance to a wide range of applications. In this work, we present an L-1-subspace tracking method to capture the low-rank structure of streaming data. The method is based on the L-1-norm principal-component analysis (L-1-PCA) theory that offers outlier resistance in subspace calculation. The proposed method updates the L-1-subspace as new data are acquired by sensors. In each time slot, the conformity of each datum is measured by the L-1-subspace calculated in the previous time slot and used to weigh the datum. Iterative weighted L-1-PCA is then executed through a refining function. The superiority of the proposed L-1-subspace tracking method compared to existing approaches is demonstrated through experimental studies in various application fields. (C) 2019 Elsevier Ltd. All rights reserved.
机译:高维数据通常表现出内在的低级结构。通过普遍的传感器在世界上互联网中产生的巨大流数据,对这种低级模式的快速检测至关重要,对广泛的应用来说至关重要。在这项工作中,我们介绍了一个L-1子空间跟踪方法,用于捕获流数据的低级结构。该方法基于L-1 - 规范主组件分析(L-1-PCA)理论,其在子空间计算中提供了最高的电阻。当传感器获取新数据时,所提出的方法将L-1-子空间更新。在每个时隙中,每个基准的符合性通过在前一次时隙中计算的L-1-子空间测量,并用于称量数据。然后通过精炼功能执行迭代加权L-1-PCA。通过各种应用领域的实验研究证明了与现有方法相比的所提出的L-1子空间跟踪方法的优越性。 (c)2019年elestvier有限公司保留所有权利。

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