Jane Heffernan

Associate Professor
Department of Mathematics and Statistics
York University
United States of America

Professor Mathematics
Biography

"Dr Heffernan is an Associate Professor in the Department of Mathematics and Statistics at York University, and York Research Chair (Tier II). She is also the Director of the Centre for Disease Modelling (CDM), and is on the Board of Directors of the Society of Mathematical Biology (SMB). Dr Heffernans research program centres on understanding the spread and persistence of infectious diseases. Her, Modelling Infection and Immunity Lab (MI2), which is affiliated with the Centre for Disease Modelling (CDM) focuses on the development of new biologically motivated models of infectious diseases (deterministic and stochastic) that describe pathogen dynamics in-host (mathematical immunology) and in a population of hosts (mathematical epidemiology). Models in immuno-epidemiology, which integrate the in-host dynamics with population level models, are also developed."

Research Intrest

Determine which biological effects have the largest impact on the pathogen dynamics in-host and in a population, Study the effects of immune memory in the individual and the population, Determine how co-infection, when more than one infectious disease is present affects the dynamics of another, in-host and in a population, Develop new mathematical and computational tools to facilitate goals

List of Publications
Dafilis MP, Frascoli F, McVernon J, Heffernan JM, McCaw JM(2014)Dynamical crises, multistability and the influence of the duration of immunity in a seasonally-forced model of disease transmission.Theoretical biology & medical modelling 11:43.
Dafilis MP, Frascoli F, McVernon J, Heffernan JM, McCaw JM( 2014)The dynamical consequences of seasonal forcing, immune boosting and demographic change in a model of disease transmission. Journal of theoretical biology 361:124-32
" Qesmi R, Heffernan JM, Wu J (2015)An immuno-epidemiological model with threshold delay: a study of the effects of multiple exposures to a pathogen.Journal of mathematical biology 70:343-66. "