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math.SG2025
Closed-string mirror symmetry for dimer models
Dahye Cho, Hansol Hong, Hyeongjun Jin +1
For all punctured Riemann surfaces arising as mirror curves of toric Calabi--Yau threefolds, we show that their symplectic cohomology is isomorphic to the compactly supported Hochs…
math.SG2024
Kodaira-Spencer maps for elliptic orbispheres as isomorphisms of Frobenius algebras
Sangwook Lee
Given a mirror pair of a symplectic manifold and a Landau-Ginzburg potential , we are interested in the problem whether the quantum cohomology of and the Jacobian algebr…
math.SG2024
Orbifold Kodaira-Spencer maps and closed-string mirror symmetry for punctured Riemann surfaces
Hansol Hong, Hyeongjun Jin, Sangwook Lee
When a Weinstein manifold admits an action of a finite abelian group, we propose its mirror construction following the equivariant TQFT-type construction, and obtain as a mirror th…