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Becoming a Golden Hawk means more than just cheering on our (really good) varsity teams – it means being a student who cares about your community, who works hard in the classroom, and who takes advantage of all the learning opportunities that can happen outside the classroom, too.
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Professor, Wilfrid Laurier University 2015-present.
Associate Professor, Wilfrid Laurier University 2010-2015.
Assistant Professor, Wilfrid Laurier University 2005-2010.
Postdoctoral fellow, McMaster University 2003-2005.
Postdoctoral fellow, University of Victoria 2001-2003.
PhD – University of Alberta 2002.
MSc – University of Alberta 1996.
BMath – University of Waterloo 1994.
Applications:
- Mathematical models in epidemiology and ecology.
- Population models.
- Nosocomial infections, tuberculosis.
Theory:
- Ordinary differential equations and their generalizations involving delay and age structure.
- Building Lyapunov functionals from Lyapunov functions.
- Stability and global dynamics.
- Linking finite and infinite dimensional systems.
- Doctoral Dissertation Award from the Canadian Applied and Industrial Mathematics Society (2002).
MA489 projects – differential equations, mathematical biology, history of math, or other areas.
Undergrad research assistantships – during the summer after 3rd or 4th year.
MSc opportunities – differential equations, mathematical biology, stability analysis.
PhD opportunities - differential equations, mathematical biology, stability analysis.
Postdoc opportunities – when funding is available.
Contact me for more information.
- C. Uggenti, C. McCluskey. “Global Stability for infectious disease models that include immigration of infected individuals and delay in the incidence.” Electron J. Differential Equations. Vol. 2018 (64):1-14. (2018).
- C. McCluskey “Global stability for an SEI model of infectious disease with age structure and immigration of infecteds.” Mathematical Biosciences and Engineering. 13(2):381-400. (2016).
- R. Sigdel, C. McCluskey. “Global Stability for an SEI Model of Infectious Disease with Immigration.” Applied Mathematics and Computation. (2014).
- P. Magal, C. McCluskey. “Two-group infection age model including an application to nosocomial infection.” SIAM Journal on Applied Mathematics. (2013).
- C. McCluskey. “Complete global stability for an SIR epidemic model with delay – Distributed or discrete.” Nonlinear Analysis - Real World Applications. (2010).
- C. McCluskey. “A strategy for constructing Lyapunov functions for non-autonomous linear differential equations.” Linear Algebra and its Applications. (2005).
- None for now.