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• W2804519621 abstract "We study a cylindrical Lagrangian cobordism group for Lagrangian torus fibres in symplectic manifolds which are the total spaces of smooth Lagrangian torus fibrations. We use ideas from family Floer theory and tropical geometry to obtain both obstructions to and constructions of cobordisms; in particular, we give examples of symplectic tori in which the cobordism group has no non-trivial cobordism relations between pairwise distinct fibres, and ones in which the degree zero fibre cobordism group is a divisible group. The results are independent of but motivated by mirror symmetry, and a relation to rational equivalence of 0-cycles on the mirror rigid analytic space." @default.
• W2804519621 created "2018-06-01" @default.
• W2804519621 creator A5037530440 @default.
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• W2804519621 date "2018-05-21" @default.
• W2804519621 modified "2023-09-27" @default.
• W2804519621 title "Lagrangian cobordism and tropical curves" @default.
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