- Speaker：A.P. Veselov (Loughborough, UK and Moscow, Russia)
- Time：周五17:30，2020-05-22
- Location：online
Beijing-Novosibirsk seminar on geometry and mathematical physics （online seminar）
摘要（Abstract）
I will discuss the coexistence of the chaos and Liouville integrability in relation with Thurston’s 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.
or https://disk.pku.edu.cn:443/link/1DA7AC972BA1CD9240628FFC9E4B6C6F
ExpirationTime：2021-07-31 23:59
