The Poisson saturation of regular submanifolds

Stephane Geudens (KU Leuven)

04-May-2021, 08:00-08:25 (3 years ago)

Abstract: I will talk about a class of submanifolds in Poisson geometry, which are defined in terms of a constant rank condition. Their main feature is the fact that their local Poisson saturation is smooth. I will give a normal form for the Poisson structure on the local saturation, and discuss some consequences.

mathematical physicsalgebraic geometrydifferential geometrydynamical systemssymplectic geometry

Audience: researchers in the topic


Junior Global Poisson Workshop II

Organizers: Lennart Döppenschmitt, Ilia Gaiur*, Nikita Nikolaev, Anastasiia Matveeva
*contact for this listing

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