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Enumerative Geometry of Del Pezzo Surfaces
Published 18 May 2020 in math.SG and math.AG | (2005.08681v3)
Abstract: We prove an equivalence between the superpotential defined via tropical geometry and Lagrangian Floer theory for special Lagrangian torus fibres in del Pezzo surfaces constructed by Collins-Jacob-Lin. We also include some explicit calculations for the projective plane, which confirm some folklore conjecture in this case.
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