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A simple model for the analysis of epidemics based on hospitalization data
Katelyn Plaisier Leisman1, Shinhae Park2, Sarah Simpson2
1Department of Engineering Sciences and Applied Mathematics, Northwestern University, Evanston, IL, USA.
This study introduces a new epidemiological model that uses hospitalization data to estimate COVID-19's spread, revealing underreported cases and confirming reproductive numbers. The flexible model aids in studying diseases with unreliable case data.
Area of Science:
- Epidemiology
- Mathematical Modeling
- Infectious Disease Dynamics
Background:
- Accurate disease surveillance is crucial, but often hampered by underreported cases.
- Existing models may require extensive data, limiting application in resource-limited settings or during novel outbreaks.
- Estimating key epidemiological parameters like the reproductive number is vital for public health interventions.
Purpose of the Study:
- To develop and validate a parsimonious epidemiological model for analyzing disease outbreaks with suspected underreporting.
- To assess the structural and practical identifiability of the proposed model.
- To apply the model to estimate COVID-19 dynamics during the initial surge and Omicron wave in Belgium.
Main Methods:
- Development of a minimal-parameter epidemiological model.
- Analytical and numerical investigation of model identifiability.
- Parameter fitting using hospitalization data only.
- Estimation of initial epidemiological class sizes as part of the fitting process.
- Validation using two distinct datasets.
Main Results:
- The model demonstrated high structural and practical identifiability.
- Analysis indicated significant underestimation of actual COVID-19 cases by reported figures.
- Estimated basic reproductive number (R0) values aligned with findings from other studies.
- The model successfully characterized the initial surge and Omicron wave dynamics in Belgium.
Conclusions:
- The proposed minimal-parameter model effectively estimates disease dynamics using solely hospitalization data, even with substantial underreporting.
- This approach enhances confidence in epidemiological parameter estimations, including the basic reproductive number (R0) and effective reproductive number (Re).
- The methodology is adaptable for studying various infectious diseases where confirmed case data is unreliable or scarce.
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