12–17 Jul 2026
University of Graz
Europe/Vienna timezone

Inferring Incubation-Related Temporal Structure in Korean Malaria Incidence Using Attention-Based Time-Series Models

14 Jul 2026, 18:30
2h
University of Graz

University of Graz

Poster Mathematical Epidemiology Poster Presentations

Speaker

Seongyu Yu (Korea University)

Description

Background & aims of study
With the increasing risk of malaria transmission driven by climate change and continued imported cases, understanding malaria dynamics from surveillance data has become important for disease control and public health preparedness. This study aims to infer incubation-related temporal structures and predict malaria incidence from time series using long short-term memory (LSTM) models with attention mechanisms, with validation using synthetic data from an extended SEIR model.

Methods & results
Weekly malaria incidence data from Korea spanning 2013–2024 were used to develop and evaluate the proposed models. The attention mechanism assigns varying importance to past observations, enabling identification of incubation-related temporal patterns. The analysis revealed two dominant peaks corresponding to short- and long-term incubation effects. Additional validation using synthetic epidemic data from an extended SEIR model with short and long incubation compartments showed that the attention-based analysis identified long-incubation components and reproduced shifts in temporal influence patterns under different incubation parameters. The models also showed reasonable predictive performance.

Implications
The proposed LSTM–attention framework provides a data-driven approach for linking surveillance time series with latent epidemiological structures such as incubation dynamics and may complement mechanistic epidemic models in mathematical epidemiology.

Author

Seongyu Yu (Korea University)

Co-authors

Daeil Jang (Innovation center for Industrial Mathematics, National Institute for Mathematical Science, Seongnam,Republic of Korea) Sunwha Choi (Innovation center for Industrial Mathematics, National Institute for Mathematical Science, Seongnam,Republic of Korea) Soyoung Kim (Innovation center for Industrial Mathematics, National Institute for Mathematical Science, Seongnam,Republic of Korea) Boseung Choi (Korea University)

Presentation materials

There are no materials yet.