Laurent Cot'e

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math.SG2019

Linking of Lagrangian Tori and Embedding Obstructions in Symplectic 4-Manifolds

Laurent Côté, Georgios Dimitroglou Rizell

We classify weakly exact, rational Lagrangian tori in $T^{*} T^{2} - 0_{T^{2}}$ up to Hamiltonian isotopy. This result is related to the classification theory of closed…

math.SG2018

On linking of Lagrangian tori in $R^{4}$

Laurent Côté

We prove some results about linking of Lagrangian tori in the symplectic vector space $(R^{4}, ω)$ . We show that certain enumerative counts of holomophic disks give useful i…

Linking of Lagrangian Tori and Embedding Obstructions in Symplectic 4-Manifolds

On linking of Lagrangian tori in R4

On linking of Lagrangian tori in $R^{4}$