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Novel approaches in Extended Principal Component Analysis to compare spatio-temporal patterns among multiple image time series

机译:扩展主成分分析中用于比较多个图像时间序列之间时空模式的新颖方法

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Extended Principal Component Analysis (EPCA) aims to examine the patterns of variability shared among multiple datasets. In image time series analysis, this is conventionally done by virtually extending the spatial dimension of the time series by spatially concatenating the different time series and then performing S-mode PCA. In S-mode analysis, samples in space are the statistical variables and samples in time are the statistical observations. This paper introduces the concept of temporal concatenation ofmultiple image time series to performEPCA. EPCA can also be donewith a T-mode orientation inwhich samples in time are the statistical variables and samples in space are the statistical observations. This leads to a total of four orientations inwhich EPCA can be carried out. This research explores these four orientations and their implications in investigating spatio-temporal relationships among multiple time series. This research demonstrates that EPCA carried out with temporal concatenation of themultiple time serieswith T-mode (tT) is able to identify similar spatial patterns among multiple time series. The conventional S-mode EPCA with spatial concatenation (sS) identifies similar temporal patterns among multiple time series. The other two modes, namely T-mode with spatial concatenation (sT) and S-mode with temporal concatenation (tS), are able to identify patterns which share consistent temporal phase relationships and consistent spatial phase relationships with each other, respectively. In a case study using three sets of precipitation time series data from GPCP, CMAP and NCEP-DOE, the results show that examination of all four modes provides an effective basis for comparison of the series.
机译:扩展主成分分析(EPCA)旨在检查多个数据集之间共享的变异性模式。在图像时间序列分析中,通常是通过在空间上级联不同的时间序列,然后执行S模式PCA,虚拟地扩展时间序列的空间维度来完成的。在S模式分析中,空间样本是统计变量,时间样本是统计观测值。本文介绍了多个图像时间序列的时间级联以执行EPCA的概念。 EPCA也可以通过T模式定向来完成,其中时间样本是统计变量,空间样本是统计观测值。这导致总共可以进行EPCA的四个方向。这项研究探讨了这四个方向及其在调查多个时间序列之间的时空关系方面的意义。这项研究表明,采用T模式(tT)对多个时间序列进行时间级联的EPCA能够识别多个时间序列之间的相似空间模式。具有空间级联(sS)的常规S模式EPCA在多个时间序列中标识相似的时间模式。其他两种模式,即具有空间级联的T模式和具有时间级联的S模式,能够分别识别彼此共享一致的时间相位关系和一致的空间相位关系的模式。在一个案例研究中,使用来自GPCP,CMAP和NCEP-DOE的三组降水时间序列数据,结果表明,对这四种模式的检验都为比较该序列提供了有效的基础。

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