Dimer models and homological mirror symmetry for triangles
classification
🧮 math.AG
math.SG
keywords
dimerhomologicalmirrormodelsstackssymmetrycoamoebasconjecture
read the original abstract
We prove a conjecture on the relation between dimer models, coamoebas and vanishing cycles for the mirrors of two-dimensional toric Fano stacks of Picard number one. As a corollary, we obtain a torus-equivariant version of homological mirror symmetry for such stacks.
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