Geometric Evolutions and Minimal Surfaces in Lorentzian Manifolds
Computation of Ricci Curvature for Given Hypersurfaces Using the Finite Element Method
speaker: Hans Fritz
(University of Freiburg)
abstract:
We define a discrete Ricci curvature on a triangulated n-dimensional hypersurface (n=2,3) by discretizing a weak formulation of Ricci curvature. Under special assumptions we can show the consistency of this definition.
timetable:
Thu 9 Sep, 16:30 - 17:30,
Aula Dini
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