Speakers
Description
This mini-symposium centers on the development and analysis of mathematical models arising from public health and ecological threats, including infectious diseases, substance-use–related mortality, and biological invasions. The talks emphasize the formulation and study of coupled, multi-scale, and non-autonomous dynamical systems, with attention to qualitative properties such as stability, asymptotic behavior, and sensitivity to perturbations. Additional focus is placed on the integration of analytical insight with forecasting and control strategies, illustrating how rigorous mathematical approaches can support intervention design and management of complex population-level systems.
This session is aimed at researchers and students in mathematical biology and applied mathematics interested in the analysis of dynamical systems arising in epidemiology and ecology. It will appeal particularly to those studying coupled, multi-scale models, asymptotic behavior, and mathematically grounded forecasting and control.