Analysis of the Spatio-temporal Dynamics of COVID-19 in Massachusetts via Spectral Graph Wavelet Theory
Ru Geng, Yixian Gao, Hongkun Zhang, and Jian Zu

TL;DR
This paper introduces a spectral graph wavelet-based approach to analyze and visualize the spatio-temporal spread of COVID-19 across cities in Massachusetts, aiding targeted public health responses.
Contribution
It develops a novel spatio-temporal dynamic graph model combined with spectral graph wavelet transform and a new node classification method for anomaly detection.
Findings
Effective identification of anomaly cities in COVID-19 spread
Enhanced understanding of city-level epidemiological patterns
Tools for monitoring and developing preventive measures
Abstract
The rapid spread of COVID-19 disease has had a significant impact on the world. In this paper, we study COVID-19 data interpretation and visualization using open-data sources for 351 cities and towns in Massachusetts from December 6, 2020 to September 25, 2021. Because cities are embedded in rather complex transportation networks, we construct the spatio-temporal dynamic graph model, in which the graph attention neural network is utilized as a deep learning method to learn the pandemic transition probability among major cities in Massachusetts. Using the spectral graph wavelet transform (SGWT), we process the COVID-19 data on the dynamic graph, which enables us to design effective tools to analyze and detect spatio-temporal patterns in the pandemic spreading. We design a new node classification method, which effectively identifies the anomaly cities based on spectral graph wavelet…
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