Vanishing results for Lagrangians inside the symplectisation

Nom de l'orateur
Georgios Dimitroglou Rizell
Etablissement de l'orateur
Uppsala University
Date et heure de l'exposé
Lieu de l'exposé
Sallle des séminaires

Séminaire Nantes-Orsay de géométrie symplectique

Séminaire joint entre l'université Paris Saclay et Nantes université - Spécialisé en géometrie symplectique et de contact

The symplectisation is the trivial symplectic cobordism, and it contains trivial cylindrical Lagrangian counterparts. We show that an arbitrary exact Lagrangian cobordism in the symplectisation is similar to a trivial one in the sense that its induced Viterbo transfer map for fillings always is an isomorphism. We deduce applications and also put the result in the context of a related vanishing of a hypothetical Fukaya category of Lagrangian cobordisms. This is work in progress joint with Chantraine-Ghiggini-Golovko.