Journal article
Discovering optimally representative dynamical locations (ORDL) in big multivariate spatiotemporal data: A case study of precipitation in Australia from space to ground sensors
B Hines, G Qian, A Tordesillas
Applied Mathematical Modelling | ELSEVIER SCIENCE INC | Published : 2022
Abstract
We develop a method for discovering a set of optimally representative dynamical locations (ORDL), a small subset of observed locations that are the most informative of the dynamics of a real complex system, as embodied in big spatiotemporal data. We achieve this through a two-pronged approach: (a) by reducing the multivariate time series data into a small set of time series with minimal loss of information on the dynamics of the system, (b) by exploiting the best that remote sensing and in-situ observations can offer. In the former, we extend the recently proposed empirical dynamical quantiles for univariate time series to multivariate data using a directional statistical depth measure and p..
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Funding Acknowledgements
Acknowledgement The authors thank Yuriy Kuleshov of the Bureau of Meteorology for provision of Australian rain gauge data. We also thank the U.S. Army International Technology Center Pacific (ITC-PAC) and US DoD High Performance Computing Modernization Program (HPCMP) under Contract No. FA5209-18-C-0002 for financial support.