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Math Biology & Dynamical Systems
- : Dynamical Systems Theory with an emphasis on topological and numerical methods, Computational Topology, and applications to Biology, Medicine, Materials Science, and Physics
- : Computational and mathematical neuroscience.
- : employs tools from applied mathematics and physics to model the dynamics of biological populations, including epidemic spread and ecosystems, in particular the effects of network structure and random fluctuations on population dynamics.
- : Nonlinear Partial Differential Equations (Elliptic and Parabolic Type), Applied Nonlinear Analysis; Bifurcation Theory; Infinite Dimensional Dynamical Systems, Mathematical Biology; Natural Resource Modeling; Spatiotemporal Pattern Formation.