2026
Modular arithmetic as an alternative to model seasonal time-varying transmission rates: Influenza as a case study
Mathematical Biosciences and Engineering 23(3): 547-566January 2026
DIMMS Lab · York University, Toronto
The Disease-Informed Modelling, Methods and Systems Laboratory builds mechanistic, statistical and machine-learning models of how infections spread, and uses them to inform vaccination, forecasting and public health decisions.
SIR simulation
Day 0
Fig. 1A simulated outbreak: each dot is a person, infection can pass between people who come close, and recovery brings immunity.
Click or tap the field to start an outbreak there.
Updated on
Based in the Department of Mathematics and Statistics at York University, the DIMMS Lab works on practical questions about vaccination, forecasting and outbreak control. Current and recent work covers mpox, seasonal and avian influenza, dengue and Zika.
Lab meeting on Tuesdays
01 Research
Most projects pair a mechanistic model of transmission with real data and a practical question: who to vaccinate first, when an outbreak will peak, or how a virus behaves inside the body.
Mathematical models for public health and policy, including the analysis of nonlinear dynamical systems, differential equation models of disease and the optimization of vaccination strategies.
Disease-informed neural networks that build epidemiological principles into deep learning architectures. These hybrid models aim to make forecasts of outbreaks and of disease progression more accurate.
Statistical and machine-learning methods for epidemiological data, including Bayesian inference, time-series analysis, deep neural networks and random forests.
Models of immune response dynamics that show how pathogens interact with host immunity, covering antibody responses, T-cell dynamics and cytokine signalling networks.
How geographical and socio-economic factors shape transmission and outcomes. We combine spatial statistics with epidemiological models to identify risk factors and anticipate where disease will spread.
Disease processes unfold on very different timescales, from rapid molecular interactions to long-term population dynamics. We develop mathematical frameworks, including singular perturbation methods, that connect molecular, cellular, individual and population-level dynamics.
02 Publications
Peer-reviewed work from the lab, newest first. Lab members are shown in bold.
All publications2026
Mathematical Biosciences and Engineering 23(3): 547-566January 2026
2026
2025
BMC Infectious Diseases 26(1): 14December 2025
2025
PLOS Computational Biology 21(5): e1013073May 2025
Our director has been granted tenure and promoted to Associate Professor at York University, effective July 1, 2026.
Read the storyA three-day workshop at Queen’s University on mathematical modelling with time delays, held in honour of Professor Tony Humphries of McGill University.
Read the storyThe lab can host the outgoing phase of a Marie Skłodowska-Curie Global Postdoctoral Fellowship, with Prof. Woldegerima as supervisor.
Read the storyProf. Woldegerima and Nickson Golooba introduce modular arithmetic as a compact way to model seasonal transmission rates, with influenza as a case study.
Read the story04 Team
Led by Prof. Woldegebriel Assefa Woldegerima, with members ranging from undergraduate researchers to postdoctoral fellows.