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math.SG2026
Relative symplectic cohomology in complex projective spaces
Adi Dickstein, Yaniv Ganor
Relative symplectic cohomology is an invariant of compact subsets of a closed symplectic manifold, introduced by Varolgunes. There are many examples of computations of this invaria…
math.SG2024
Constraints on symplectic quasi-states
Adi Dickstein, Frol Zapolsky
We prove that given a closed connected symplectic manifold equipped with a Borel probability measure, an arbitrarily large portion of the measure can be covered by a symplectically…
math.SG2021★ 3 cited
Symplectic topology and ideal-valued measures
Adi Dickstein, Yaniv Ganor, Leonid Polterovich +1
We adapt Gromov's notion of ideal-valued measures to symplectic topology, and use it for proving new results on symplectic rigidity and symplectic intersections. Furthermore, it en…