My research interests are interdisciplinary: my background is in commutative algebra and algebraic geometry. I'm especially interested in problems which can be studied from a computational standpoint, and in interactions with problems in applied mathematics. My current applied work is on two themes:
- Approximation theory, Interpolation, and Geometric modeling
- Topological data analysis and trading networks
Subject Areas:
- Algebra
- Applied Mathematics
- Geometry
Research and Teaching Interests:
My research interests are interdisciplinary: my background is in commutative algebra and algebraic geometry. I'm especially interested in problems which can be studied from a computational standpoint, and in interactions with problems in applied mathematics. My current applied work is on two themes:
- Approximation theory, Interpolation, and Geometric modeling
- Topological data analysis and trading networks
Subject Areas:
- Algebra
- Applied Mathematics
- Geometry
Research and Teaching Interests:
-
Algebraic Geometry, Commutative Algebra, Topology and Applied Math. Teaching at all levels, including outreach classes to high school students on the mathematics of Google.
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