Department of Physics

Indian Institute Of Technology Madras , Chennai

Gromov's non-squeezing theorem and its applications to Hamiltonian flows

Speaker : Dishant Pancholi, IMSc Chennai.


Abstract :

It is well-known that the Hamiltonian flows are volume preserving. In these lectures we will review how the Hamiltonian flow preserves the canonical symplectic form on the co-tangent bundle. We will use this fact together with the so called psuedo- holomorphic curves to establish new constraints on the behavior of Hamiltonian flows.Lectures are aimed at people with physics background. Any student with a sound knowledge of the first course on classical mechanics can understand these lectures.

Key Speaker Dishant Pancholi, IMSc Chennai.
Guests None
Place S N Bose Hall (HSB 210)
Start Time 3:00 PM
Finish Time 4:00 PM
External Link None