Семинары: Alessandro Socionovo, Non-smooth sub-Riemannian length minimizing curves

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Геометрическая теория оптимального управления 20 февраля 2025 г. 16:45, г. Москва, online

Non-smooth sub-Riemannian length minimizing curves Алессандро Сочоново Sorbonne Université
Аннотация: We present the first examples of nonsmooth sub-Riemannian length minimizing curves. The length minimizer with the lowest regularity within these examples is of class $C^2\setminus C^3$. The singularity is at a boundary point. The result is sharp in the sense that, within these examples, it is not possible to find a minimizer of class $C^1\setminus C^2$. This is a joint work with Y. Chitour, F. Jean, R. Monti, L. Rifford, L. Sacchelli, and M. Sigalotti. Язык доклада: английский Website: https://mian.ktalk.ru/dcwvp34vwd2k