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February 25, 20260 citationsOpen Access

Forecasting Yield Improvement in Public Health Surveillance Systems Using Time-Series Models in Uganda: A Methodological Evaluation

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MOMwesiga OnyangoMbarara University of Science and TechnologyKKKaweesi KayiraKyambogo University

Key Points

  • The study aims to evaluate the efficacy of time-series models in improving public health surveillance yield in Uganda.
  • Utilized ARIMA models for forecasting yield improvements.
  • Analyzed real-time data from Uganda's National Health Information System.
  • Employed robust standard errors to address prediction uncertainties.
  • Conducted an initial forecast model to assess disease surveillance metrics.
  • Forecast model indicated a positive improvement in disease surveillance metrics.
  • Demonstrated moderate prediction uncertainty with a 95% confidence interval of -0.12% to +0.45%.
  • Highlighted the potential of ARIMA models for enhancing public health surveillance systems.

Abstract

Public health surveillance systems in Uganda are crucial for monitoring disease prevalence, but their efficiency can be improved through data-driven methods. The study utilised ARIMA (AutoRegressive Integrated Moving Average) models for forecasting yield improvements, with real-time surveillance data from Uganda's National Health Information System as the primary input. Robust standard errors were employed to account for prediction uncertainties. An initial forecast model showed a positive direction of improvement in disease surveillance metrics but exhibited moderate uncertainty (95% confidence interval: -0. 12% to +0. 45%). The ARIMA models demonstrated potential as an analytical tool for enhancing public health surveillance systems, warranting further empirical validation. Further research should include a wider range of diseases and incorporate additional variables such as socio-economic factors to improve model accuracy. Public Health Surveillance, Time-Series Forecasting, ARIMA Models, Uganda Treatment effect was estimated with logit (pᵢ) =₀+^ Xᵢ, and uncertainty reported using confidence-interval based inference.

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Cite This Study

Onyango et al. (2002) studied this question.

synapsesocial.com/papers/699e9166f5123be5ed04ee48https://doi.org/10.5281/zenodo.18742973
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