Mathematical center in Akademgorodok invites you to take part in the seminar on May 22 at 4:30 pm Novosibirsk time (UTC+7).
During the seminar
A. P. Veselov (Loughborough, UK and Moscow, Russia) will present his talk
鈥淕eometrization, integrability and knots鈥�.
I will discuss the coexistence of the chaos and Liouville integrability in relation with Thurston鈥檚 geometrization programme, using as the main example the geodesic flows on the 3-folds with SL(2,R)-geometry. A particular case of such manifold SL(2,R)/SL(2,Z) is known after Milnor and Quillen to be topologically equivalent to the complement of the trefoil knot in 3-sphere. I will explain that the remarkable results of Ghys about modular and Lorenz knots can be naturally extended to the integrable region, where these knots are replaced by the cable knots of trefoil. The talk is based on a joint work with Alexey Bolsinov and Yiru Ye.
To take part, please, on May 22 after 4:15 pm Novosibirsk time (UTC+7) connect to the Zoom conference via this link: .
You can also connect manually in the Zoom app using the Conference ID: 984 6771 5970.
Please pay attention to the following rules of attending the online seminar:
- As a security measure, it is highly advisable to connect using your real name.
- You are free to join the discussion after the end of the report. However, during the report please keep you microphone turned off.
- For the convenience of the speaker, we recommend writing your questions in the chat in advance.
