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Applied Topology and Geometry

a)    Chris Croke  Inverse problems and Riemannian geometry

b)    Jean Gallier  3D graphics, computer vision, geometric modeling, geometry of curves and surfaces, algebraic geometry, differential geometry, medical imaging

c)    Herman Gluck Differential geometry, knot theory, electromagnetic theory.

d)    Randy Kamien Minimal surfaces, crystal structures and liquid crystals.

e)    Ladislav Kavan Computational geometry, physics based computer based animation.