The quantum equivariant cohomology of toric manifolds through mirror symmetryArticle, Preprint English OPEN
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Subject: High Energy Physics - Theory | Mathematics - Differential Geometry
arxiv: Mathematics::Algebraic Geometry | Mathematics::Commutative Algebra | High Energy Physics::Theory | Mathematics::Symplectic Geometry
Using mirror symmetry as described by Hori and Vafa, we compute the quantum equivariant cohomology ring of toric manifolds. This ring arises naturally in topological gauged sigma-models and is related to the Hamiltonian Gromov-Witten invariants of the target manifold.