Differential equations are at the heart of many scientific advances. The role of DE's within mathematics (especially nonlinear analysis, geometry, topology, stochastic analysis, numerical analysis, and applied mathematics) and in other sciences (such as physics, chemistry, biology, climate modelling/prediction, materials science, engineering, and finance) is thus fundamental and is becoming increasingly significant. I am particularly interested in ODE/PDE models associated with biology. My mathematical models concern the study of differential equations, such as their large time behaviour, stability and bifurcation of solutions and their links with real world system, as well as numerical simulations to approximate their solutions. Currently, I am interested in PDE models that are considered at all levels of biological complexity. My area of interests are
Differential equations are at the heart of many scientific advances. The role of DE's within mathematics (especially nonlinear analysis, geometry, topology, stochastic analysis, numerical analysis, and applied mathematics) and in other sciences (such as physics, chemistry, biology, climate modelling/prediction, materials science, engineering, and finance) is thus fundamental and is becoming increasingly significant. I am particularly interested in ODE/PDE models associated with biology. My mathematical models concern the study of differential equations, such as their large time behaviour, stability and bifurcation of solutions and their links with real world system, as well as numerical simulations to approximate their solutions. Currently, I am interested in PDE models that are considered at all levels of biological complexity. My area of interests are
Mathematical Ecology
Mathematical Epidemiology
Population Dynamics
Nonlinear Dynamics and Chaos
Bifurcation Analysis and Pattern Formation
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