Scaling features in the spreading of COVID-19
Ming Li, Jie Chen, Youjin Deng

TL;DR
This study analyzes COVID-19 data from China, revealing power-law growth patterns and suggesting a potential slowdown in virus spread, with approximate predictions for peak infection numbers and death rates based on empirical data.
Contribution
The paper demonstrates that COVID-19 growth follows power-law kinetics and provides empirical estimates for peak infection and death rates, highlighting network structure implications.
Findings
Power-law growth observed in infection, death, and cured cases.
Indications of slowing virus spread due to containment efforts.
Estimated peak infection around March 3, 2020, with specific death rates.
Abstract
Since the outbreak of COVID-19, many data analyses have been done. Some of them are based on the classical epidemiological approach that assumes an exponential growth, but a few studies report that a power-law scaling may provide a better fit to the currently available data. Hereby, we examine the data in China (01/20/2020--02/24/2020), and indeed find that the growth closely follows a power-law kinetics over a significantly wide time period. The exponents are , and for the number of confirmed infections, deaths and cured cases, respectively, indicating an underlying small-world network structure in the pandemic. While no obvious deviations from the power-law growth can be seen yet for the number of deaths and cured cases, negative deviations have clearly appeared in the number of infections, particularly that for the region outside Hubei. This suggests…
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Taxonomy
TopicsCOVID-19 epidemiological studies · Complex Network Analysis Techniques · Complex Systems and Time Series Analysis
