Marc Daniel Ryser
- Visiting Assistant Professor in the Department of Mathematics
- Visiting Assistant Professor in the Department of Surgery (Secondary)
Research Areas and Keywords
PDE & Dynamical Systems
Currently, I am working on the following topics:
- Intratumor heterogeneity: spatial stochastic modeling
- HPV and cervical cancer: stochastic modeling at tissue-level
- Sexual networks and HPV vaccination: infectious disease dynamics on random dynamic graphs
- Synthetic biology: modeling of synthetically engineered bacterial cultures
- Bone remodeling: stochastic spatial models and evolutionary game theory
For a detailed description of past and current research projects, please visit http://www.math.duke.edu/~ryser/research.html
Ryser, MD, McGoff, K, Herzog, DP, Sivakoff, DJ, and Myers, ER. "Impact of coverage-dependent marginal costs on optimal HPV vaccination strategies." Epidemics 11 (June 2015): 32-47. Full Text
Hairer, M, Ryser, MD, and Weber, H. "Triviality of the 2D stochastic Allen-Cahn equation." (January 15, 2012).
Ryser, MD, Qu, Y, and Komarova, SV. "Osteoprotegerin in bone metastases: mathematical solution to the puzzle." PLoS Comput Biol 8.10 (2012): e1002703-. Full Text
Ryser, M, Komarova, SV, and Nigam, N. "The cellular dynamics of bone remodeling: a mathematical model." SIAM J. Appl. Math. 70, pp. 1899-1921 (November 27, 2011).
Ryser, MD, Nigam, N, and Tupper, PF. "On the well-posedness of the stochastic Allen-Cahn equation in two dimensions." (April 4, 2011).
Ryser, MD, Nigam, N, and Komarova, SV. "Mathematical modeling of spatio-temporal dynamics of a single bone multicellular unit." J Bone Miner Res 24.5 (May 2009): 860-870. Full Text
Lehning, M, Loewe, H, Ryser, MD, and Raderschall, N. "Inhomogeneous precipitation distribution and snow transport in steep terrain." Water Resour. Res. (2008). (Academic Article)
Buenzli, PR, Martin, PA, and Ryser, MD. "Thermal quantum electrodynamics of nonrelativistic charged fluids." Phys Rev E Stat Nonlin Soft Matter Phys 75.4 Pt 1 (April 2007): 041125-.
Kevin Murgas (Biomedical Engineering, Class 2017), started working on this project during a Research Experience for Undergraduates (REU) program in mathematical biology in the summer of 2015. Together with his research mentor, Dr. Marc Ryser, they... read more »
A mathematical model from Duke University mathematicians suggests more can be done to protect people from the human papilloma virus. HPV is associated with cervical cancer in women, but can also cause various cancers in men. Duke mathematician... read more »
Active surveillance could be a viable alternative to surgery and radiation for select patients with ductal carcinoma in situ, or DCIS, according to a mathematical model developed by researchers at Duke University.... read more »
A new study adds to a growing conversation on the best way to treat women with stage 0 breast cancer http://time.com/4151717/dcis-breast-cancer-active-surveillance/ read more »