A unique feature of the School of Mathematics is the Analysis, Computations, and Experiment Laboratory, in which mathematics students carry out and analyze experiments on things like soap films and rotating drops.
I am especially interested in pointwise regularity in the context of
variational problems, convex functions, and elliptic and parabolic
partial differential equations.
See also the web pages for faculty in
saugata@math.gatech.edu
(404)-894-2416, Skiles 116
Courant Institute, NYU, Ph.D., 1996
Computational Algebra and Geometry
Symbolic Computation
gangbo@math.gatech.edu
(404)-894-7055, Skiles 208B
Swiss Federal Institute of Tech., Lausanne, Ph.D., 1992
Non-convex Optimization
Functional Analysis
Calculus of Variations
ggold@math.gatech.edu
(404)-894-2286, Skiles 226
Massachusetts Institute of Technology, Ph.D., 1997
Applied Mathematics
harrell@math.gatech.edu
Princeton University, Ph.D., 1976
Semiclassical Quantum Mechanics
Nanotechnology
Asymptotics and Partial Differential Equations
mccuan@math.gatech.edu
(404)-894-4752, Skiles 265
Stanford University, Ph.D., 1995
I am interested in differential geometry, partial differential equations, and
geometric measure theory. Curves and surfaces arising in physical systems
figure prominently in my work. Many of the physical systems I consider
involve drops and bubbles in a low gravity environment, and some of my
results have been tested on the space shuttle. I am also interested in
ground-based experiments; see http://www.ace.gatech.edu.
morley@math.gatech.edu
(404)-894-9233, Skiles 148
Carnegie Mellon University, Ph.D., 1976
Applied Functional Analysis
Computer Graphics
mucha@math.gatech.edu
(404)-894-9235, Skiles 167
Princeton University, 1998
Applied Mathematics
Numerical Methods
Fluid Dynamics
Interacting Particles
steinbar@math.gatech.edu
(404)-385-0971, Skiles 218C
University of Illinois, Ph.D., 1989
Differential Equations
Complex Analysis
swiech@math.gatech.edu
(404)-894-2705, Skiles 266
University of California at Santa Barbara, Ph.D., 1993
Partial Differential Equations
Nonlinear Functional Analysis
Control Theory
hmzhou@math.gatech.edu
(404)-894-2712, Skiles 266
UCLA, 2000
Wavelets and PDE techniques in digital image processing
Computations of stochastic partial differential equations
Level set method
Numerical analysis
stochastics, and the separate
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