Algebraic Geometry

Papers
(The TQCC of Algebraic Geometry is 3. The table below lists those papers that are above that threshold based on CrossRef citation counts [max. 250 papers]. The publications cover those that have been published in the past four years, i.e., from 2022-05-01 to 2026-05-01.)
ArticleCitations
Class field theory, Hasse principles and Picard–Brauer duality for two-dimensional local rings26
Néron blowups and low-degree cohomological applications15
A Serre-type spectral sequence for motivic cohomology13
Del Pezzo quintics as equivariant compactifications of vector groups8
Azumaya algebras with involution and classical semisimple group schemes8
On $k$-rational and $k$-Du Bois local complete intersections7
K-theoretic positivity for matroids6
Varieties with representable $\mathrm{CH}_0$-group and a question of Colliot-Thélène6
Equivariant categories of symplectic surfaces and fixed loci of Bridgeland moduli spaces5
Kudla–Millson forms and one-variable degenerations of Hodge structure5
Families of simple Jacobians with many automorphisms5
Deforming cyclic covers in towers5
Generating the plane Cremona groups by involutions5
Smoothing semi-smooth stable Godeaux surfaces5
Standard stable Horikawa surfaces5
The Euler characteristic of $\mathcal{A}_g$ via Hodge integrals5
Basepoint-freeness thresholds and higher syzygies of abelian threefolds4
On global generation of vector bundles on the moduli space of curves from representations of \n vertex operator algebras4
On the behavior of the Kodaira dimension under smooth morphisms4
The Chow rings of moduli spaces of elliptic surfaces over ${\mathbb P}^1$4
Rational approximation on cubic hypersurfaces3
On the rationality of Fano–Enriques threefolds3
3
3
Prill's problem3
On the local étale fundamental group of KLT threefold singularities \n (with an appendix by János Kollár)3
On the Kodaira dimension of the moduli of deformation generalised Kummer varieties3
Versality of Brill–Noether flags and degeneracy loci of twice-marked curves3
Deformations and rigidity for mixed period maps3
Subvarieties of geometric genus zero of a very general hypersurface3
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