archive
Every paper Pith has read. Search by title, abstract, or pith.
1297 papers in math.AG · page 8
-
Irregular bundles form a meager set in Hopf moduli space
On the meagerness of the set of irregular bundles on Hopf surfaces
-
K3 surfaces in char 3 only allow A2^n 3-divisible curve configurations
The 3-divisibility of divisors on K3 surfaces in characteristic 3
-
Mukai conjecture holds for Fano varieties with toric embeddings
The Mukai conjecture via Cox rings for special toric ambient embeddings
-
Quasisymmetric Grassmannian replaces Schur polynomials in cohomology
The Quasisymmetric Grassmannian
-
Fundamental groups classify elementary anabelian varieties
Elementary anabelian varieties are anabelian
-
P1-unstable theory yields Gysin maps for motivic spectra
The $\mathbf{P}^1$-motivic Gysin map
-
Concise secant varieties correspond exactly to minimal border rank tensors
Unrestrictions and concise secant varieties
-
Matroid flats define principal determinants and hypergeometric systems
Principal Matroid Determinants
-
Generalized associativity strictifies F1 hyper-addition to group addition
Hyper-Operations and Extension of Scalars from $\mathbb{F}_1$ to $\mathbb{Z}$
-
Zeta formulas prove holomorphy conjecture for curve suspensions
Denef-Loeser zeta functions of suspensions and L\^e-Yomdin singularities
-
Nakai conjecture verified for isolated homogeneous hypersurfaces
Nakai conjectures for isolated homogeneous hypersurface singularities
-
Toric varieties with maximal symmetric actions are projective space except in dimension 2
On Maximal Symmetries of Toric Varieties over Fields of Characteristic Zero
-
Second gonality of aCM curves on quartics fixed by Clifford net
Second gonality of smooth aCM curves on quartic surfaces in $\mathbb{P}^3$
-
Formulas compute singular subscheme degree from Betti numbers
On the degree of the singular subscheme of hypersurfaces in ${\mathbb P}^n$
-
The authors classify projective lines inside the flat CR twistor model Q^{2,2} in CP^3…
The Flat CR Twistor Model $Q^{2,2}$ and Its Algebraic Sections
-
Extension functor yields finite-length D-cap-modules on rigid spaces
On D-cap-Modules of Finite Length on Rigid Analytic Spaces
-
Bornological rings allow Artin-Lurie theorem to represent PDE solution stacks
A Bornological Perspective on the Representability of Derived Moduli Stacks of Solutions to PDEs
-
Motivic Galois dimension of 1-motive equals defining-point rank
Dimension of the motivic Galois group of a 1-motive
-
Motivic Galois group dimension for 1-motive equals points' group rank
Dimension of the motivic Galois group of a 1-motive
-
Foliations with bounded adjoint volume are log birationally bounded
Birational boundedness of stable families
-
The paper proves that fundamental group schemes of smooth projective varieties over…
The Birational Invariance Of Fundamental Group Schemes
-
Multiple equations let CAD quantifier elimination partition parameters finely
Enhanced CAD-Based Quantifier Elimination With Multiple Equational Constraints
-
Inverse of invertible sheaf is dual of its antipodal transform
The convolution algebra of constructible sheaves
-
Combinatorial formula gives center dimensions on F-blowups
Exceptional loci of F-blowups and $G$-Hilbert schemes
-
Group theory detects rational points on virtual curves of any genus
The Absolute Anabelian Geometry of Virtual Curves of Arbitrary Genus
-
Hybrid conjecture holds for universal abelian scheme over A_g
Hybrid Conjecture in a Mixed Shimura variety
-
Flattening stratifications describe resonance of bundles on elliptic curves
Resonance of rank-two vector bundles over elliptic curves
-
Lean 4 verifies curve neighborhoods in the infinite dihedral group
Formalizing $A_1^{(1)}$ Curve Neighborhoods in Lean 4
-
Finite invariants classify diffeomorphism types of 3D Mori spaces
Diffeomorphism types of simply connected $3$-dimensional Mori fibre spaces
-
Ulrich bundles with c2 squared zero classified on high-dim varieties
Ulrich bundles with $c_2(\mathcal E)^2=0$ and connectedness of Ulrich subvarieties
-
Subanalytic push-forwards admit Sobolev embeddings into inner Lipschitz functions
Sobolev embedding theorem and subanalytic measures
-
Determinants define a non-linear geometry for multiple zeta values
Non-linear geometry of multiple zeta values
-
Matrix tuples with dependent invariant subspaces form a hypersurface
Matrix tuples with linearly dependent invariant subspaces
-
B-complex structures match standard models to infinite order along corners
B-complex manifolds with generalized corners. I. Newlander-Nirenberg Theorems
-
Aut group of restricted product over P² acts decently
Decent actions of groups on restricted products
-
Ranks fix degeneration order of 3×3 nilpotent matrix tuples
Degeneration order of $3\times 3$ nilpotent matrix tuples
-
Segre numbers stratify moduli of principal G-bundles
Segre invariants of principal bundles over a curve
-
Explicit HN filtrations computed for f_* O_Y under finite maps
On the Harder-Narasimhan filtration of the direct image of the structure sheaf
-
Supertrusses yield superbraces and generalize Yang-Baxter to superschemes
Affine Supertrusses and Superbraces
-
Affine supertrusses yield affine superbraces
Affine Supertrusses and Superbraces
-
dHYM metric exists exactly when line bundle is stable in large scaling limit
Notes on the deformed Hermitian-Yang-Mills equations and the large scaling limits of stability conditions
-
Algebraic formula counts Liouville solutions on tori for odd multiplicity
Algebraic methods in periodic singular Liouville equations
-
Group E matches link torsion and resolution discriminant for singularities
Integral Perverse Obstructions for Normal Surface Singularities: Resolution Determinants and Monodromy
-
The paper proves the Hard Lefschetz theorem and Hodge-Riemann relations for certain…
Hodge theory for combinatorial projective bundles
-
Helix endomorphism algebras on elliptic curves are quotients by normal elements
Three-periodic helices on elliptic curves and their associated regular algebras
-
Generalized Lamé curves prove Treibich conjecture for four pole pairs
A theory of generalized Lam\'e curves
-
The paper defines an SL_n(Z)-invariant tropical zeta function for convex domains that…
Residues of a tropical zeta function for convex domains
-
Theta divisor misses real Jacobian circle iff twist by order-2 point stays even
Normal Functions, Even Theta Characteristics and the Theta Divisor
-
Tropical counts solve cross-ratio degree problem for any n
Triangulations and Maximal Cross-Ratio Degrees
-
Embedded special Legendrian surfaces of high genus exist in S^5
Embedded special Legendrian surfaces in $\mathbb S^5$