Abstract
Even though many advancements have been materialized in the prevention and control of infectious diseases, mitigation is a challenging task. The COVID-19 pandemic has shown how critical the interconnections are, as person-to-person contact finally leads to the spread from country to country. Human mobility between spatial units such as cities, districts, and provinces, has been identified as a key influence. In this chapter, spatial autocorrelation is investigated via Moran's index in relation to confirmed cases of COVID-19 in Sri Lanka for a careful choice of study period. Random spatial patterns are evidently restraining clustered or dispersed patterns, indicating that the whole country should be scrutinized in control measures and not only the hot spots. Weight matrix that represents the connectivity of districts is designed based on the distance between the central locations of districts. A novel optimal strategy is implemented for decaying parameter and threshold distance to achieve somewhat consistent spatial variation. A risk map is produced using Moran scatters that illustrates crucial district borders to close in case of further spread. A full profile of Moran scatters is also given as a comprehensive illustration of spatiotemporal dynamics.
Original language | English |
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Title of host publication | One Health |
Subtitle of host publication | Human, Animal, and Environment Triad |
Publisher | wiley |
Pages | 169-184 |
Number of pages | 16 |
ISBN (Electronic) | 9781119867333 |
ISBN (Print) | 9781119867302 |
DOIs | |
Publication status | Published - 22 May 2023 |
Keywords
- COVID-19
- Discrete optimization
- Moran scatter plot
- Moran's index
- Risk maps
- Spatial autocorrelation