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Homeomorphisms in symplectic topology and dynamics

Project description

Advancing the field of continuous symplectic topology

Continuous symplectic topology studies continuous analogues of smooth symplectic objects, such as symplectic and Hamiltonian homeomorphisms, and investigates the persistence of various symplectic phenomena under uniform limits and perturbations. The EU-funded HSD project will explore continuous symplectic topology from two different perspectives. The first is a symplectic topological perspective that is informed by Gromov’s soft and hard symplectic geometry. The second one is motivated by the recent interactions of continuous symplectic topology and dynamical systems, which fall under the new field of symplectic dynamics.

Host institution

CENTRE NATIONAL DE LA RECHERCHE SCIENTIFIQUE CNRS
Net EU contribution
€ 1 340 472,00
Address
Rue Michel Ange 3
75794 Paris
France

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Region
Ile-de-France Ile-de-France Paris
Activity type
Research Organisations
Other funding
€ 1 340 472,00

Beneficiaries (1)

CENTRE NATIONAL DE LA RECHERCHE SCIENTIFIQUE CNRS
France
Net EU contribution
€ 1 340 472,00
Address
Rue Michel Ange 3
75794 Paris

See on map

Region
Ile-de-France Ile-de-France Paris
Activity type
Research Organisations
Other funding
€ 1 340 472,00