Mathematical Physics
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More about mathematical physics
Methodologies
The general interests involve a variety of mathematical aspects and methodologies in:
- Algebra
- Analysis
- Computational and Numerical Methods
- Geometry
- Topology
- Partial Differential Equations
- Probability
Seminars
- Applied and Computational Mathematics
- Partial Differential Equations
- Probability with emphasis on mathematical physics and related applications
Faculty
Douglas Arnold
McKnight Presidential Professor
arnold@umn.edu
Numerical analysis, differential equations, mechanics, computational relativity
Pei-Ken Hung
Assistant Professor
pkhung@umn.edu
geometric analysis, general relativity, integrable probability
Mitchell Luskin
Professor
luskin@umn.edu
numerical analysis, scientific computing, applied mathematics, computational physics
Svitlana Mayboroda
McKnight Presidential Professor and Northrop Professor
svitlana@umn.edu
analysis and partial differential equations
Willard Miller, Jr.
Professor Emeritus
miller@umn.edu
Lie groups, special functions, q-series, academic administration
Peter Olver
Professor
olver@umn.edu
Lie groups, differential equations, computer vision, applied mathematics, differential geometry, mathematical physics
Alexander Voronov
Professor
voronov@umn.edu
mathematical physics, algebraic topology, algebra, algebraic geometry
Alex Watson
Assistant Professor
abwatson@umn.edu
Partial differential equations, mathematical physics, numerical analysis, computational physics, data science