Éveline Legendre (of the Université de Toulouse) will speak at the geometry seminar on 26th January 2016. Her title is “The Hilbert-Einstein functional and the Sasaki-Futaki invariant”. Her abstract is below. The talk will take place at 2pm, in the Salle des Profs, 9th floor of building NO. [Read more…]
ULB mathematics colloquium
The department of mathematics at the ULB has decided to relaunch the colloquium. The goal is to have talks aimed at a broad audience (all members of the department, including PhD and masters students in all fields). The organisers are Antoine Gloria and Joel Fine.
The talks will be held once a month, always on a Friday from 4:30-5-30. The following speakers (including two Fields Medalists!) are already confirmed.
- 15 January, Albert Cohen (approximation)
- 12 February, Gerd Faltings (arithmetic geometry)
- 25 March, speaker to be confirmed
- 22 April, Jean-Pierre Bourguignon (differential geometry)
- 27 May, Martin Hairer (probability)
- 14 October, George Papanicolaou (applied analysis)
- November, Tadashi Tokieda (differential geometry)
- December, speaker to be confirmed
Brussels-London 8 to take place on 12th Jan
The 8th Brussels-London seminar takes place next Tuesday, 12th January. The theme is Lower bounds on Ricci curvature and we’re very fortunate to have a great line up of speakers: Fabio Cavelletti, Andrea Mondino and Theo Sturm. The event begins with lunch in the Salle de Profs, 9th floor of building NO, at 12. The talks are as follows: 13:30 Mondino, 14:45 Cavalletti, 16:00 Sturm. Andrea Mondino has kindly agreed to give a survey style talk so the event will be as accessible as possible.
As always, the details are all available on the seminar’s dedicated web-page. If you are attending then please don’t forget to register! I hope to see you all there!
Michael Khanevsky to speak in the geometry seminar 1/12/2015
Our very own Michael Khanevsky will speak in the geometry seminar on 1st December, at 2pm, in the Salle de Profs (9th floor of building NO). Michael’s title is Hofer’s metric and length spectrum of symplectic surfaces. His abstract follows. [Read more…]
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