Convex Integration, Isometric Extensions and Approximations of Curves
par
Micha Thomas Wasem(ETH Zurich)
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Europe/Paris
Salle 112 (ICJ)
Salle 112
ICJ
1er étage bâtiment Braconnier, Université Claude Bernard Lyon 1 - La Doua
Description
In this talk, I will present some applications of convex integration — the tool used in order to prove
the celebrated Nash-Kuiper theorem. I will show how convex integration can be used to describe parallel parking
explicitly, what it has to do with an optimality question related to a „coin trick“ and how it leads to the construction
of knots with prescribed curvature.