Document Actions
Riemannian geometry on mapping spaces and relations to shape analysis and fluid dynamics
GFM seminar
FCUL, C6, room 6.2.33
2019-09-25 14:30
2019-09-25 15:30
2019-09-25
14:30
..
15:30
by Philipp Harms (FREIS, Univ. Freiburg)
Fluid dynamics and shape analysis are linked by a common underlying geometric structure, namely, Sobolev-type Riemannian metrics on manifolds of mappings. I will characterize the degeneracy and non-degeneracy of the corresponding geodesic distances, establish local well-posedness of the corresponding geodesic equations, and discuss applications of these results to shape analysis and fluid dynamics.
Symmetries in Quantum Physics 2017
