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Robust two-stage influenza prediction model considering regular and irregular trends
Taichi Murayama1, Nobuyuki Shimizu2, Sumio Fujita2
1Nara Institute of Science and Technology (NAIST), Ikoma-city, Japan.
This study introduces a novel two-stage model for predicting influenza-like illnesses (ILI). By combining historical data with user-generated content (UGC), it accurately forecasts flu trends, even during irregular outbreaks.
Area of Science:
- Epidemiology
- Computational epidemiology
- Public health informatics
Background:
- Influenza causes significant global mortality annually, necessitating accurate prediction for medical preparedness.
- Traditional flu prediction models rely on historical data, which struggle with irregular outbreaks.
- User-generated content (UGC) offers advantages for detecting irregular phenomena but lacks historical trend analysis.
Purpose of the Study:
- To develop a novel flu prediction model integrating both historical and UGC data.
- To address the limitations of existing models in capturing both regular and irregular influenza trends.
- To create a robust and adaptable model for seasonal flu prediction.
Main Methods:
- A two-stage model was proposed, first estimating regular trends using historical data.
- Irregular trends were then predicted using a separate model based on UGC data (e.g., search queries, tweets).
- Models were trained separately for practical utility and robustness against changes in UGC providers.
Main Results:
- Experiments on US and Japan datasets demonstrated the feasibility of the proposed two-stage approach.
- The model showed robustness against outliers in dropout tests, simulating changes in UGC services.
- The combined approach effectively leverages the strengths of both historical and UGC data for flu prediction.
Conclusions:
- The proposed two-stage model offers an effective solution for predicting seasonal influenza.
- This novel approach enhances prediction accuracy by integrating diverse data sources.
- The model's modular design ensures adaptability and stability in dynamic data environments.
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