Denison Magazine
Faculty Research Interests
Interested students should directly contact faculty to inquire about opportunities for summer research, senior research, or independent studies.
If you are interested in mathematical modeling research, please don't hesitate to contact me. Women and those underrepresented in the mathematical sciences are especially encouraged to reach out.
knot theory, active learning, pedagogy
Professor Ludwig conducts research in the mathematical field of knot theory. He is happy to consider summer research students in any area of knot theory.
Operator algebras, statistical modeling
I study operator algebras and statistical modeling. Operator algebras generalize problems in virtually every undergraduate class and model observable quantities in quantum physics. My statistical work is concerned with player evaluation in the NBA.
Partial Differential Equations, Applied Mathematics, Spectral Theory, Perturbation Theory, Materials Science, Electromagnetism
Dr. Viator's research revolves primarily around spectral problems in partial differential equations, with an emphasis on applications to materials design for electromagnetism, including photonic crystal design and modeling of metamaterials.
Adam's research is focused on analyzing the long-term behavior of stochastic systems such as ecological models and approximation algorithms.
Data Science, Time Series, Applied Statistical Models, Model Categories, Localization, Homotopy Theory, Higher Category Theory
David's research spans mathematics (homotopy theory), applied statistics, computer science, economics, biology, and data science.
