Research Interests
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Manuscripts
- “Genetic Exponentially Fitted Method for Solving Multi-dimensional Drift-diffusion Equations”. M.R. Swager, Y.C. Zhou. Molecular Based Mathematical Biology (2012)
- “Galerkin Boundary Integral Analysis for the 3D Helmholtz Equation”. M.R. Swager, L.J. Gray, S.Nintcheu Fata. Computer Modeling in Engineering and Sciences Journal (2009)
- “Higher Order Exponentially Fitted Finite Element Method for solving 2-D Drift-diffusion Equations”. M.R. Swager, Y.C. Zhou. (In progress)
PhD Dissertation & Master's Thesis
- Electrodiffusion on the Surface of Bilayer Membranes - Spring 2012
- Modeling Local Pattern Formation on Membrane Surfaces using Non-local interactions - Spring 2015
Conferences, Talks, & Workshops
- NSF Workshop on the Emerging Applications and Future Directions of the Boundary Element Method - Cleveland, OH Fall 2010
- q-bio Summer School- Santa Fe, NM Summer 2012