Intersection Theory of Hyperquot Schemes on curves
arXiv:2512.00578
Abstract
We study the virtual intersection theory of Hyperquot schemes parameterizing sequences of quotient sheaves of a vector bundle on a smooth projective curve. Our results generalize the Vafa--Intriligator formula for Quot schemes and provide a closed formula for virtual counts of maps from the curve to a partial flag variety.
arXiv comment49 pages