![School of Mathematics Event](/sites/default/files/styles/two_column_medium/public/2019-09/sm_default.jpg?itok=gMvWynkh)
Symplectic Geometry Seminar
Fixed Points of Small Hamiltonian Diffeomorphisms and the Flux Conjectures
The $C^0$ flux conjecture predicts that a symplectic diffeomorphism that can be $C^0$ approximated by a Hamiltonian diffeomorphism is itself Hamiltonian. We describe how the flux conjecture relates to new instances of the strong Arnol’d conjecture and make progress towards the $C^0$ flux conjecture. This is joint work in progress with Egor Shelukhin.
Date & Time
October 16, 2023 | 12:30pm – 1:45pm
Location
Simonyi 101 and Remote AccessSpeakers
Marcelo S Atallah, Université de Montréal