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Removal of singularities in Morse-Bott symplectizations

Published 22 Sep 2025 in math.SG | (2509.17772v1)

Abstract: Hofer-Wysocki-Zehnder and Bourgeois proved that a finite energy punctured pseudoholomorphic curve in the symplectization of a Morse-Bott contact manifold either has a removable singularity or asymptotes to a Reeb orbit. We give an alternate proof of this result.

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