A closed-form virtual count of maps from a fixed genus-g curve to a degree-ℓ hypersurface in a Grassmannian, with Schubert incidence conditions, expressed via the Vafa-Intriligator formula, plus a large-degree enumerativity theorem.
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A short way of counting maps to hypersurfaces in Grassmannians
A closed-form virtual count of maps from a fixed genus-g curve to a degree-ℓ hypersurface in a Grassmannian, with Schubert incidence conditions, expressed via the Vafa-Intriligator formula, plus a large-degree enumerativity theorem.