子空间剖面相关性检测与可视化

Xin Xu, Wen Wang, Xin Chen
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引用次数: 1

摘要

本文提出了一种新的子空间剖面相关性检测和可视化方法。该方法能够(1)在子空间中检测位移和缩放相关轮廓,其中相关可以是正的或负的;(2)总结和可视化子空间中的位移和缩放相关;(3)允许用户交互式地探索感兴趣的相关子空间。最初,平移和尺度变换被视为两种不同的相关模式,子空间中的轮廓分别通过一次平移和尺度变换就可以重叠。在后来的工作中,我们研究了一种更为宽泛的关联——平移与标度关联,与之相比,平移关联和标度关联只是两种特殊情况。平移和尺度相关不仅保证了基于趋势的方法在趋势上的一致性,而且保证了子空间中值变化比例的一致性。然而,目前还没有针对子空间位移与尺度关联的可视化研究。我们的工作是第一个实现子空间移动和缩放相关性的交互式探索和可视化的工作。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Detecting and Visualizing Profile Correlation in Subspace
In this paper, we propose a novel method for detecting and visualizing profile correlation in subspace. The proposed method is able to (1) detect shifting-and-scaling correlated profiles in subspace, where the correlation can be either positive or negative, (2) summarize and visualize the shifting-and-scaling correlation in subspace, and (3) allow users to explore interested correlation subspace interactively. Initially, shifting and scaling were regarded as two different correlation patterns, in which profiles in subspace can overlap by a single shifting and scaling respectively. In later work, a much more generous correlation, shifting-and-scaling correlation, was studied, compared to which, shifting correlation and scaling correlation are just two special cases. Shifting-and-scaling correlation ensures subspace profile coherence not only in tendency as those tendency-based methods do, but also in value change proportion in subspace. However, no work has been focused on visualization of subspace shifting-and-scaling correlation yet. Our work is the first one to enable interactive exploration and visualization of subspace shifting-and-scaling correlation.
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