Adaptive Public Health Forecasting with ML and ARIMA Averaging
Key takeaways
- Public health forecasts need to be adaptive to abrupt changes in data.
- ARIMA models are responsive short-term, while ML models offer stability long-term.
- MLAMA, a model averaging ensemble, combines these strengths for superior overall performance.
- Selecting forecasting models should be based on specific operating conditions and forecast horizons.
Who benefits
Summary
This study evaluates ARIMA, random forest, and XGBoost models for public health forecasting, proposing Machine Learning and ARIMA Model Averaging (MLAMA) to adapt to abrupt data changes. Using Ontario COVID-19 data, MLAMA achieved the lowest error across most forecast horizons.
Why it matters
Public health officials and data scientists need robust, adaptive forecasting tools to inform policy decisions during crises like pandemics. This research provides a practical framework (MLAMA) that combines diverse models to improve accuracy and responsiveness, leading to better resource allocation and intervention strategies.
How to implement this in your domain
- 1Evaluate existing public health forecasting models for their responsiveness to turning points and performance across different forecast horizons.
- 2Consider implementing a model averaging framework like MLAMA to combine the strengths of both statistical (ARIMA) and machine learning (XGBoost, Random Forest) models.
- 3Tailor model training data to prioritize recent observations for short-term forecasts, especially with machine learning models.
- 4Develop dynamic weighting schemes for ensemble models that adjust based on specific operating conditions and forecast objectives.
- 5Utilize the insights from comparative evaluations to select the most appropriate forecasting models for specific public health scenarios.
Original post by Yushu Zou, Ye Li, Johra Moosa, Martin Grunnill, Samir N. Patel, Venkata R. Duvvuri
"arXiv:2608.20406v1 Announce Type: new Abstract: Public health forecasts must respond to abrupt changes in surveillance data without over-extrapolating noise, reporting artifacts, or temporary trends. We evaluated autoregressive integrated moving average (ARIMA), random forest, an…"
View on XOriginally posted by Yushu Zou, Ye Li, Johra Moosa, Martin Grunnill, Samir N. Patel, Venkata R. Duvvuri on X · view source
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