algebraic-geometry

Documents about algebraic-geometry

• On the classification of hyperbolic root systems of the rank three. Part I#639213arXiv (OAI Expanded)
• Bruhat-Tits Theory from Berkovich's Point of View. I - Realizations and Compactifications of Buildings#783425arXiv (OAI Expanded)
• Bruhat-Tits Theory from Berkovich's Point of View. I - Realizations and Compactifications of Buildings#785015arXiv (All)
• The Zero Set of an Electric Field from a Finite Number of Point Charges#789347arXiv (OAI Expanded)
• The Zero Set of an Electric Field from a Finite Number of Point Charges#793351arXiv (All)
• An analogue of irreducible cuspidal representations for the group $PGL(2)$ over a two-dimensional local field#821833arXiv (All)
• Restricted Chip-Firing: Toric Toppling Ideals, Picard Groups, and Cellular Resolutions#919824arXiv (OAI Expanded)
• Restricted Chip-Firing: Toric Toppling Ideals, Picard Groups, and Cellular Resolutions#924053arXiv (All)
• A Quantized Packets of Logic Workflow for the Hodge Conjecture#478434Figshare
• A real analogue of the Hodge conjecture#129355HAL (France)
• Groups of order 64 and non-homeomorphic double Kodaira fibrations with the same biregular invariants#153017arXiv (OAI)
• A Question of Transparency: Solutions for Fermi Questions, March 2025#169468ODU Digital Commons
• Curves of genus two with maps of every degree to a fixed elliptic curve#674287arXiv (OAI Expanded)
• Curves of genus two with maps of every degree to a fixed elliptic curve#677484arXiv (All)
• The Hasse norm principle for $A_4$-quartic extensions of global function fields#920095arXiv (OAI Expanded)
• The Hasse norm principle for $A_4$-quartic extensions of global function fields#924326arXiv (All)
• Characterization of fiberwise bimeromorphism and specialization of bimeromorphic types I: locally Moishezon case#158733arXiv (OAI)
• An exploration of near-vector space theory#637704SUNScholar
• Exceptional collections for canonical stacks of log del Pezzo surfaces with $\frac13(1,1)$ singularities#789733arXiv (OAI Expanded)
• Exceptional collections for canonical stacks of log del Pezzo surfaces with $\frac13(1,1)$ singularities#793737arXiv (All)
• Subleading Collinear Limits of Yang-Mills Amplitudes from Gravity#809626arXiv (OAI Expanded)
• Subleading Collinear Limits of Yang-Mills Amplitudes from Gravity#819622arXiv (All)
• Schéma de Hilbert ponctuel des singularités de courbes irréductibles#159196HAL (France)
• High Frobenius Pushforwards Generate the Bounded Derived Category#306045Scholar Commons
• Cryptography based on error correcting codes#460193DataCite
• Compressive Domains and a Bound for the Number of Components of the Fixed Locus of a Self-Map of the Berkovich Line#609701arXiv (All)
• "The Egg:" Bizarre behavior of the roots of a family of polynomials.#787344Stack Exchange
• Limites de curvas planas duais via séries de Puiseux#219462Repositório Institucional da UFPB
• Introduction to coding theory and algebraic geometry. (Based on lectures given in the seminar held at Schloß Mickeln, Düsseldorf, November 16-21, 1987)#490301zbMATH Open
• Zero-pole interpolation for matrix meromorphic functions on a compact Riemann surface, and a matrix Fay trisecant identity#639238arXiv (OAI Expanded)
• Splitting in a complete local ring and decomposition its group of units#147145arXiv (OAI)
• Actions de groupes sur des variétés symplectiques holomorphes irréductibles de dimension 2 et 4#326180HAL (France)
• An action of the affine Yangian $Y_{t_1,t_2}(\widehat{\mathfrak{gl}}_1)$ on the cohomology of the moduli space of stable sheaves on surfaces#779416arXiv (OAI Expanded)
• An action of the affine Yangian $Y_{t_1,t_2}(\widehat{\mathfrak{gl}}_1)$ on the cohomology of the moduli space of stable sheaves on surfaces#780791arXiv (All)
• On the Grothendieck ring and the relation of its group of units with the Picard group#146972arXiv (OAI)
• N = 4 SYM, (super)-polynomial rings and emergent quantum mechanical symmetries#234088WIReDSpace
• Infinite transitivity of tame groups of automorphisms of affine spaces#809844arXiv (OAI Expanded)
• Infinite transitivity of tame groups of automorphisms of affine spaces#819840arXiv (All)
• Higher rank motivic donaldson–thomas invariants of A3 via wall-crossing, and asymptotics#348952SUNScholar
• Explicit description of certain 3-point K-theoretic Gromov-Witten invariants for flag manifolds#608951arXiv (OAI Expanded)
• Explicit description of certain 3-point K-theoretic Gromov-Witten invariants for flag manifolds#610013arXiv (All)
• Direct Methods for Estimation of Structure and Motion from Three Views#242061MIT Open Scholarship
• Yang-Mills Existence and Tensor Product: Non-trivial Solutions of the Yang-Mills Equation#221741Figshare
• Geometric realizations of representations for $\text{PSL}(2, \mathbb{F}_p)$ and Galois representations arising from defining ideals of modular curves#920172arXiv (OAI Expanded)
• Geometric realizations of representations for $\text{PSL}(2, \mathbb{F}_p)$ and Galois representations arising from defining ideals of modular curves#924403arXiv (All)
• Microscopic Algebraic Theory of Holographic Emergence: Zero-Parameter Derivation of the Standard Model, Cosmology, and Emergent Gravity from a Four-Site SU(3) Substrate#204461Zenodo (CERN)
• A Local-to-Global Model for Constructing Cohomology in Mathematics and Scientific Modeling#357056Figshare
• Coincidence and Probability are the Masks that Ignorance Places Over the Face of Complex Fractal Geometry. In the Network of Existence, Even the Fall of a Single Leaf from a Tree is the Output of an Algebraic Computation in 1155 Dimensions. The Proof and Solution of 170 Unanswered Puzzles Across All Branches of Pure and Applied Mathematics via the 1155-Dimensional Tensor Mechanics of the Hamzah Equation.#14689DataCite
• Coincidence and Probability are the Masks that Ignorance Places Over the Face of Complex Fractal Geometry. In the Network of Existence, Even the Fall of a Single Leaf from a Tree is the Output of an Algebraic Computation in 1155 Dimensions. The Proof and Solution of 170 Unanswered Puzzles Across All Branches of Pure and Applied Mathematics via the 1155-Dimensional Tensor Mechanics of the Hamzah Equation.#14690DataCite
• DISCRETE SUBSTRATE, STANDARD MODEL GAUGE-GROUP SELECTION, AND THE MEASURE PROBLEM: a critical-propositional analysis of T. Morgan's article in confrontation with the Theory of Objectivity#359569Zenodo (CERN)