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- Smooth 4-Manifolds and the Seiberg–Witten Equations Contents
- Arxiv:2012.12929V2 [Math.GT]
- Positive Definite Lattices of Rank at Most 8. Contents 1 Introduction
- Lattice and Definite Nonunimodular Intersection Forms
- Group Schemes and Local Densities of Quadratic Lattices in Residue Characteristic 2
- Counting Genera of Integral Quadratic Forms
- On the Classification of Even Unimodular Lattices with a Complex
- Integral Bilinear Forms and Dynkin Diagrams
- Algebraic Cycles and Even Unimodular Lattices
- Siegel Modular Forms of Weight 13 and the Leech Lattice Gaëtan Chenevier, Olivier Taïbi
- Integral Quadratic Forms : Applications to Algebraic Geometry Séminaire N
- K3 Surfaces and Lattice Theory ( 2014 日本数学会 秋季総合分科会 企画特別講演)
- Borcherds Products Learning Seminar Quadratic Lattices, Hermitian Symmetric Domains, and Vector-Valued Modular Forms Lecture 2 • Igor Dolgachev • February 12, 2016
- Arxiv:1910.06587V1 [Math.NT]
- Gauge Theory and 4-Manifolds
- K3 Surfaces, Entropy and Glue
- 20-02 Conway, JH
- Koszul Algebras and Flow Lattices
- Arithmetic of K3 Surfaces
- Arxiv:2003.08914V5 [Math.AG]
- An Even Unimodular 72-Dimensional Lattice of Minimum 8. 1 Introduction
- Extremal Lattices and Codes
- Normal Forms, K3 Surface Moduli, and Modular Parametrizations
- Some Remarks About the Fm-Partners of K3 Surfaces with Picard Numbers 1 and 2
- Automorphisms of Even Unimodular Lattices and Unramified Salem
- Arxiv:1607.02111V1 [Math.MG] 7 Jul 2016 Ain,Aduiomsaig Mn Eidcpcig.For Packings
- Arxiv:1805.07875V2 [Math.GT] 30 Aug 2018 a Knot with Smooth 4-Ball Genus 2
- [Math.AG] 26 May 1999 Avr Nvriy Abig,M.Spotdb Nnfpos NSF an by Supported MA
- [Math.NT] 12 Jun 1999 Sgnrtdb H Etr Fnr and 1 Norm of Vectors the by Generated Is Siae O Nmdlrlattices A
- Examples of Lattice-Polarized K3 Surfaces with Automorphic
- 3D String Theory and Umbral Moonshine
- The Niemeier Lattices We Saw That the Classificat
- Arxiv:1711.03139V4 [Math.GT] 15 Nov 2020 Ee Rod M7,C.II, Ch
- Classification of Jacobian Elliptic Fibrations on a Special Family of K3 Surfaces of Picard Rank Sixteen
- Lattices and Modular Forms