Applied and Computational Mathematics
Applied Mathematics at UW-Madison
Welcome to the Applied Mathematics Group at the University of Wisconsin, Madison. Our faculty members, postdoctoral fellows, and students are involved in a variety of research projects, including fluid dynamics, partial and stochastic differential equations, scientific computing, biology, biochemistry, and topology.
Tenured and tenure-track faculty
David Anderson: (Duke, 2005) probability, mathematical/systems biology.
Sigurd Angenent: (Leiden, 1986) partial differential equations.
Amir Assadi: (Princeton, 1978) computational & mathematical models in molecular biology & neuroscience.
Nigel Boston: (Harvard, 1987)
Gheorghe Craciun: (Ohio State, 2002) math biology, biomolecular chemistry.
Shi Jin: (Arizona, 1991)
Alex Kiselev: (CalTech, 1997) Fourier analysis and Schrodinger operators.
Gloria Mari-Beffa: (Minnesota, 1991) differential geometry, applied math.
Paul Milewski: (MIT, 1993) applied mathematics, fluid dynamics.
Julie Mitchell: (Berkeley, 1998) computational mathematics, structural biology.
James Rossmanith: (Washington, 2002) computational mathematics, hyperbolic conservation laws, plasma physics.
Leslie Smith: (MIT, 1988) applied mathematics.
Sam Stechmann: (Courant, 2008) fluid dynamics, atmospheric science, computational mathematics.
Jean-Luc Thiffeault: (Texas, 1998) fluid dynamics, mixing, biological swimming and mixing, topological dynamics.
Postdoctoral fellows
Seminars
Applied and Computational Math Seminar (Fridays at 2:25pm, VV901)
Graduate course offerings
Fall 2010:
- Math 703: Methods of Applied Mathematics I (L. Smith)
- Math 705: Mathematical Fluid Dynamics (J-L. Thiffeault)
- Math/CS 714: Methods of Computational Math I (P. Milewski)
- Math 801: Topics in Applied Mathematics (J. Mitchell)
- Math 819: Partial Differential Equations (S. Angenent)
Spring 211:
- Math 704: Methods of Applied Mathematics II (S. Stechmann)
- Math/CS 715: Methods of Computational Math II (S. Jin)
- Math/CS 837: Numerical Methods for Hyperbolic PDEs (J. Rossmanith)
- Advanced Topics in Functional Analysis and Differential Equations: Partial differential equations in fluids and biology (A. Kiselev)
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