Abstract
According to the WHO, COVID-19, like any other contagious respiratory disease, spreads across populations between people who are in close contact with each other. By analysing weekly COVID-19 infection case data collected from the disease’s first reported case on 3 March 2020 to 22 April 2021 for two hundred seventy-eight local municipalities of Portugal, we show that the complexities of that spread vary, depend- ing on the level of cases. Accounting for spatial risk dependence and correlation is especially important when studying contagious diseases. This research uses a condi- tionally specified Gaussian random field model with a novel approach to characterize COVID-19 infection risk dependencies via similarities of areal-level covariate(s), defined within a Bayesian hierarchical model framework. Three main periods of the pandemic are studied, with different levels of the daily number of cases, a low period, a rising level period and the period with the highest level of cases. We show that the traditional conditional autoregressive model, defined by an adjacency-based neigh- bourhood matrix, may not adequately characterize the complex nature of infection risk dependence over space. We also illustrate that infection risk prediction and infec- tion case forecasting may help informing decisions that have difficulty-to-measure impacts and potentially save lives.
Original language | English |
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Publication status | Unpublished - 20 May 2023 |
Event | 2023 WNAR/IMS Annual Meeting - Anchorage, United States Duration: 18 Jun 2023 → 21 Jun 2023 https://imstat.org/meetings-calendar/2023-wnar-ims-annual-meeting/ |
Conference
Conference | 2023 WNAR/IMS Annual Meeting |
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Country/Territory | United States |
City | Anchorage |
Period | 18/06/23 → 21/06/23 |
Internet address |
Keywords
- COVID-19
- Gaussian Markov random field
- similarity-based Gaussian random fields
- adaptive modelling
- forecasting