Nonlinear science against the COVID-19 pandemic
V.M. Pérez-García
Physica D 424 (2021) 132946
MOLAB authors
Abstract
This special issue showcases recent uses of mathematical and nonlinear science methods in the study of different problems arising in the context of the COVID-19 pandemic. The sixteen original research papers included in this collection span a wide spectrum of studies including classical epidemiological models, new models accounting for COVID-19 specificities, non-pharmaceutical control measures, network models and other problems related to the pandemic.