Du 19 au 20 septembre 2019
IRMA
The 104th Encounter between Mathematicians and Theoretical Physicists will take place at Institut de Recherche Mathématique Avancée (University of Strasbourg and CNRS) on September 19-20, 2019. The theme will be : From celestial Mechanics to Reeb Flows.
Organizers : Ana Rechtman, Charles Frances and Sheila Sandon (IRMA Strasbourg)
The invited speakers include :
- Alberto Abbondandolo (Bochum)
- Marcelo Alves (Bruxelles)
- Vincent Colin (Nantes)
- Pierre Dehornoy (Grenoble)
- Urs Frauenfelder (Augsburg)
- Umberto Hryniewicz (Aachen)
- Anne Vaugon (Orsay)
Venue : Salle de conférences, IRMA building, University of Strasbourg.
The talks will be in english. A large part of them will be survey talks intended for a general audience.
Graduate students and young mathematicians are welcome.
Registration is free of charge but the potential participants are asked to register by sending an email to the organizers, Charles Frances, Ana Rechtman and Sheila Sandon.
For more information, please contact the organizers
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Jeudi 19 septembre 2019
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09:00
Welcome Of Participants
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09:30
Urs Frauenfelder
The restricted three-body problem and holomorphic curves (I)
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10:30
Coffee Break
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11:00
Anne Vaugon
Contact handle attachments and Reeb dynamics
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12:00
Lunch
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14:00
Umberto Hryniewicz
Exploring the interplay between holomorphic curves and asymptotic cycles
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15:00
Urs Frauenfelder
The restricted three-body problem and holomorphic curves (II)
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16:00
Coffee Break
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16:30
Pierre Dehornoy
Birkhoff sections for flows and genus
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19:30
Conference Dinner
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Vendredi 20 septembre 2019
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09:00
Urs Frauenfelder
The restricted three-body problem and holomorphic curves (III)
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10:00
Coffee Break
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10:30
Vincent Colin
Invariants of sutured contact manifolds
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11:30
Marcelo Alves
Flat knots and forcing of topological entropy via cylindrical contact homology
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12:30
Lunch
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14:00
Urs Frauenfelder
The restricted three-body problem and holomorphic curves (IV)
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15:00
Coffee Break
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15:30
Alberto Abbondandolo
Shadows of finite dimensional and infinite dimensional symplectic balls