Suzanne M. O Regan

TitleAssistant Professor

DepartmentMathematics

Phone336-285-3502

Emailsmoregan@ncat.edu

OfficeGeneral Classroom Building
Room: A430

1601 East Market Street
Greensboro, NC 27411

Suzanne M. O Regan

Education

Ph D: Applied Mathematics, University College Cork, 2011

BS: Mathematical Sciences, University College Cork, 2007


Research Interests

I am a mathematical ecologist specializing in mathematical modeling of infectious diseases. My work has addressed multi-scale issues in a variety of infectious disease systems, including childhood immunizing diseases, influenza in wild birds and white-nose syndrome in bats. I am particularly interested in integrating dynamical systems theory and stochastic processes to model and analyze the dynamics of epidemiological and ecological systems that are close to a bifurcation.


Recent Publications

O'Regan,  Suzanne  ( 2019).  The statistics of epidemic transitions.  ( 5,  15,  pp. e1006917).   PLoS Computational Biology.

O'Regan,  Suzanne  ( 2018).  How stochasticity influences leading indicators of critical transitions.  ( 6,  80,  pp. 1630-1654).   Bulletin of Mathematical Biology.

O'Regan,  Suzanne  ( 2017).  How noise and coupling influence leading indicators of population extinction in a spatially extended ecological system.  ( 1,  12,  pp. 211-241).   Journal of Biological Dynamics.

O'Regan,  Suzanne  Lillie,  Jonathan  Drake,  John  ( 2016).  Leading indicators of mosquito-borne disease elimination.  ( 3,  9,  pp. 269-286).   Theoretical Ecology.

Sims,  Charles  Finnoff,  David  O'Regan,  Suzanne  ( 2016).  Public control of rational and unpredictable epidemics.  ( 132,  pp. 161-176).   Journal of Economic Behavior and Organization.

Drake,  John  Kaul,  RajReni  Alexander,  Laura  O'Regan,  Suzanne  Kramer,  Andrew  Pulliam,  J  Ferrari,  Matthew  Park,  Andrew  ( 2015).  Ebola cases and health system demand in Liberia.  ( 1,  13,  pp. e1002056).   PLoS Biology.

O'Regan,  Suzanne  Vinson,  John  Park,  Andrew  ( 2015).  Interspecific contact and competition may affect the strength and direction of disease-diversity relationships for directly transmitted microparasites.  ( 4,  186,  pp. 480-494).   The American Naturalist.

O'Regan,  Suzanne  Magori,  Krisztian  Pulliam,  J.  Zokan,  Marcus  Kaul,  RajReni  Barton,  Heather  Drake,  John  ( 2015).  Multi-scale model of epidemic fadeout: Will local extirpation events inhibit the spread of white-nose syndrome? .  ( 3,  25,  pp. 621-633).   Ecological Applications.

Drake,  J  Bakach ,  I  Just,  M  O'Regan,  Suzanne  Gambhir,  M  Fung,  I  ( 2015).  Transmission models of historical Ebola outbreaks.  ( 8,  21,  ).   Emerging Infectious Diseases.

O'Regan,  Suzanne  Kelly,  T  Korobeinikov,  A  O'Callaghan,  M  Pokrovskii,  A  Rachinskii,  D  ( 2013).  Chaos in a seasonally perturbed SIR model: avian influenza in a seabird colony as a paradigm.  ( 67,  pp. 293-327).   Journal of Mathematical Biology.

O'Regan,  Suzanne  Drake,  John  ( 2013).  Theory of early warning signals of disease emergence and leading indicators of elimination.  ( 6,  pp. 333-357).   Theoretical Ecology.

O'Regan,  Suzanne  Flynn,  D  Kelly,  T  O'Callaghan,  M  Pokrovskii,  A  Rachinskii,  D  ( 2012).  The response of the woodpigeon (Columba palumbus) to relaxation of intraspecific competition: A hybrid modelling approach.  ( 224,  pp. 54-64).   Ecological Modelling.

O'Regan,  Suzanne  Kelly,  T  Korobeinikov,  A  O'Callaghan,  M  Pokrovskii,  A  Rachinskii,  D  ( 2010).  Lyapunov functions for SIR and SIRS epidemic models.  ( 23,  pp. 446-448).   Applied Mathematics Letters.