activity
20042026
most citedThe Quantum Lefschetz Hyperplane Principle Can Fail for Positive Orbifold Hypersurfaces

30 citations · 165 across the 29 of their papers we have counts for

collaborators

34 papers

math.AG2026

-Equivariant Hilbert Schemes and Quadratic Forms

Samuel Jay Bachhuber, Amin Gholampour

For a finite abelian group acting linearly on the plane let be the associated quotient stack. We analyze a fine moduli space which parameterizes zero dimensional…

math.AG2026

Virtual cycles of 3-term complexes and the Hilbert schemes of surfaces

Emilio Dominguez, Amin Gholampour

Given a 3-term perfect complex E over a quasi-projective variety X and a nonnegative integer r, we define two virtual cycles and their refinements supported over the r-th degenerac…

math.DG2025

Equivariant vector bundles over topological toric manifolds

Yong Cui, Amin Gholampour

We prove that every topological/smooth $\T=(\C^{*})^{n}$-equivariant vector bundle over a topological toric manifold of dimension is a topological/smooth Klyachko vector bundl…

math.AG2023

A virtual - correspondence for projective surfaces

D. van Bree, A. Gholampour, Y. Jiang +1

For a smooth projective surface satisfying and , we study deformation invariants of the pair . Choosing a Brauer-Severi variety…

math.AG2021★ 1 cited

Stable pairs of 2-dimensional sheaves on 4-folds

Amin Gholampour, Yunfeng Jiang, Jason Lo

We identify Le Potier's moduli spaces of limit stable pairs , where is a 2-dimensional sheaf on a nonsingular projective 4-fold and , with the moduli s…

math.AG2019★ 1 cited

Counting stable sheaves on singular curves and surfaces

Amin Gholampour

Given a quasi-projective scheme M over complex numbers equipped with a perfect obstruction theory and a morphism to a nonsingular quasi-projective variety B, we show it is possible…