Workshop on Conservative Dynamics and Symplectic Geometry

The Workshop aims to gather experts on Conservative Dynamics and Symplectic Geometry, from Brazil and abroad, in a leisurely ambiance. 

Just as in the first three editions of the meeting, held at IMPA in 2005, 2007 and 2009, the program includes a small number of lectures leaving plenty of time for informal discussions. 
The main topics are Symplectic Topology with applications to Hamiltonian Dynamics, Contact Geometry, Dynamics of Lagrangian Systems and Twist Maps, Integrable Systems, Aubry-Mather theory, among others.

Videos

- Miguel Abreu (Lisbon)
Remarks on Lagrangian intersections in toric manifolds.

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- Frederic Bourgeois (Bruxelles)
Bilinearized Legendrian contact homology

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- Albert Fathi (ENS-Lyon)
Smoothing Lyapunov functions.

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- Urs Frauenfelder (Seoul)
Contacting the moon.

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- Viktor Ginzburg (Santa Cruz)
Conley conjecture and beyond: infinitely many periodic points of Hamiltonian dynamical systems.

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- Umberto Hryniewicz (UFRJ)
Local contact homology and applications.

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- Yael Karshon (Toronto)
Symplectic blowups of the complex projective plane,and counting torus actions.

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- Otto van Koert (Seoul)
Applications of the mean Euler characteristic.

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- Mark McLean (MIT)
Contact manifolds with infinitely many Reeb orbits.

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- Will Merry (Cambridge)
On the growth rate of leaf-wise intersections.

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- Tudor Ratiu (Lausanne)
Circle valued momentum maps.

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- Alexander Ritter (Cambridge)
Floer theory for negative line bundles via Gromov-Witten invariants.

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- Pedro Salomao (USP)
Geodesic flows on the 2-sphere of Finsler metrics with positive flag curvature.

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- Sheila Sandon (Nantes)
On existence of translated points for contactomorphisms.

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- Alfonso Sorrentino (Cambridge)
Symplectic properties of the minimal average action

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Conference Photos

Click here to see the gallery of photos.

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