Alexandre Perrier, Université de Montréal

Event

Room PK-5115 , Pavillon President-Kennedy, 201 Ave. President-Kennedy, CA

Structure of holomorphic disks with immersed boundary conditions (part II).

If (M, J) is an almost complex manifold and L a totally real submanifold, Lazzarini showed that any J-holomorphic disk with boundary in L can be decomposed into simple disks. I will explain how to generalize this result to disks with boundary in an immersed lagrangian manifold and give some consequences.  

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