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Legendrian submanifolds with hamiltonian isotopic symplectizations

Published 2 Dec 2015 in math.SG | (1512.00606v2)

Abstract: In any contact manifold of dimension $2n-1\geq 11$, we construct examples of closed legendrian submanifolds which are not diffeomorphic but whose lagrangian cylinders in the symplectization are hamiltonian isotopic.

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