Barnacles vs bullies: modelling biocontrol of the invasive European green crab using a castrating barnacle parasite
Bateman, A.W., Buttenschön, A., Erickson, K.D., Marculis, N.G. Theor Ecol (2017) 10: 305.
2022 - present: Assistant Professor University of Massachusetts Amherst
Bateman, A.W., Buttenschön, A., Erickson, K.D., Marculis, N.G. Theor Ecol (2017) 10: 305.
Buttenschön, A., Hillen, T., Gerisch, A., Painter, K.J. J. Math. Biol. (2018) 76: 429.
Drasdo, D., Buttenschön, A. and Van Liedekerke, P., 2018. Agent-based lattice models of multicellular systems: numerical methods, implementation, and applications. In Numerical Methods and Advanced Simulation in Biomechanics and Biological Processes (pp. 223-238). Academic Press.
Van Liedekerke, P., Buttenschön, A. and Drasdo, D., 2018. Off-lattice agent-based models for cell and tumor growth: numerical methods, implementation, and applications. In Numerical Methods and Advanced Simulation in Biomechanics and Biological Processes (pp. 245-267). Academic Press.
Buttenschoen, A. (2018). Integro-partial differential equation models for cell-cell adhesion and its application.
Buttenschoen, A., Kolokolnikov, T., Ward, M.J. and Wei, J., 2019. Cops-on-the-dots: The linear stability of crime hotspots for a 1-D reaction-diffusion model of urban crime. European Journal of Applied Mathematics, pp.1-47.
Hillen T., Buttenschön, A. SIAM Journal on Applied Mathematics (2020)
Buttenschön, A. & Edelstein-Keshet, L. J. Math. Biol. (2019)
Buttenschön, A., Liu Y., Edelstein-Keshet, L. Bull. Math. Bio. (2020)
Buttenschön, A., and Hillen, T. arXiv preprint arXiv:2001.00286. (2020)
Kaouri, K., Bitsouni, V., Buttenschön, A., & Thul, R. arXiv preprint arXiv:2003.00612. (2020)
Buttenschön A, Edelstein-Keshet L PLOS Computational Biology 16(12): e1008411 (2020)
Buttenschön, A., and Hillen, T. (2021)
Buttenschön, A., Edelstein-Keshet, L. Bull. Math. Bio. (2022)
Buttenschön A, Sinclair S, Edelstein-Keshet L arxiv (2024)
Organizer of the PIMS @ UBC Math-Bio seminar.
(i)PDE toolbox consisting of: (1) Finite Volume solver, (2) spectral collocation methods (Fourier series, and Gegenbauer polynomials), (3) symbolic linearization, and (4) continuation support (bifurcation analysis). Link to repository.
Modular hybrid agent-based PDE model of one dimensional cells with detailed intra-cellular signalling (python with Fortran components). Link to repository coming soon.
TiSim developer of a novel model for deformable cells based on colloidal physics, written in cpp. Supporting setup and analysis code in python.
Gillespie-SSA framework for non-local space-jump process (C$^{++}$ and python). Link to repository.