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Refined Hilbert schemes, E-polynomials, and the number of generators of finite colength ideals in the plane
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Refined Hilbert schemes, E-polynomials, and the number of generators of finite colength ideals in the plane
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The study of the stratification associated to the number of generators of the ideals in the punctual Hilbert scheme of points on the affine plain goes back to the '70s. In this paper, we present an elegant formula for the E-polynomials of these strata.
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Cited by 1 Pith paper
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Instanton slices and their superpolynomials
Motivic superpolynomials of plane-curve singularities are repackaged as "instanton slice" counts, conjecturally matching new DAHA superpolynomials that are claimed to produce superpolynomials for hyperbolic knots.
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