Sub-Riemannian Seminars

analysis of PDEs differential geometry metric geometry optimization and control spectral theory

Audience:	Researchers in the topic
Seminar series times:	No fixed schedule
Organizers:	Ugo Boscain, Enrico Le Donne, Luca Rizzi*, Mario Sigalotti, Emmanuel Trelat
	*contact for this listing

The "Sub-Riemannian seminars" are the union of the "Séminaire de géométrie et analyse sous-riemannienne" (held in Paris since 2011) and the "International Sub-Riemannian Seminars", which were born in spring 2020 as a reaction to the COVID-19 pandemic.

The new format will gather every 3 weeks on average, alternating between these types of sessions:

- physical session in Paris (Laboratoire Jacques-Louis Lions), also transmitted online on Zoom.

- fully online session on Zoom.

- special session hosted physically somewhere else, and transmitted online.

Upcoming talks

Past talks

Your time			Speaker	Title
Fri	Jun 25	14:00	Ivan Beschastnyi	Lie groupoids and the minimal domain of the Laplace operator on almost-Riemannian manifolds
Fri	Jun 04	14:00	Yves Colin de Verdière	Geodesics and Laplace spectrum on 3D contact sub-Riemannian manifolds: the Reeb flow
Fri	May 21	14:00	Federica Dragoni	Asymptotics for optimal controls for horizontal mean curvature flow
Fri	Apr 23	14:00	Raphael Ponge	The tangent groupoid of a Carnot manifold
Fri	Apr 02	14:00	Steven Flynn	Unraveling X-ray Transforms on the Heisenberg group
Fri	Mar 12	15:00	Emanuel Milman	Functional Inequalities on sub-Riemannian manifolds via QCD
Fri	Feb 19	15:00	Corey Shanbrom	Self-similarity in the Kepler-Heisenberg problem
Fri	Jan 29	15:00	Yuri Sachkov and Andrei Ardentov	Sub-Riemannian geometry on the group of motions of the plane
Fri	Jan 08	15:00	Dario Prandi	Point interactions for 3D sub-Laplacians
Fri	Dec 11	15:00	Davide Vittone	Differentiability of intrinsic Lipschitz graphs in Carnot groups
Fri	Nov 20	15:00	Clotilde Fermanian Kammerer	Semi-classical analysis on H-type groups
Fri	Oct 30	15:00	Robert Young	Metric differentiation and embeddings of the Heisenberg group

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