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- Resolutions of Quotient Singularities and Their Cox Rings Phd Dissertation
- INTRODUCTION to GEOMETRIC INVARIANT THEORY 1. Reductive
- Local Aspects of Geometric Invariant Theory
- Introduction to GIT
- Arxiv:Math/0703131V1 [Math.AG] 5 Mar 2007 Date 6.1
- Arxiv:1809.04518V2 [Math.AG]
- Constructing Quotients of Algebraic Varieties by Linear Algebraic Group
- Copyright by Richard Thomas Derryberry 2018
- [Math.AG] 14 Feb 2006 All the GIT Quotients at Once
- Stack Structures on GIT Quotients Parametrizing Hypersurfaces
- Arxiv:1703.05226V1 [Math.AG] 15 Mar 2017 of ( Sagae Iersto Nantrlway
- GIT Quotients and Stability
- ARTIN ALGEBRAIZATION and QUOTIENT STACKS Contents Introduction 2 Lecture 1: Artin Approximation 3 1.1. Néron–Popescu Desingul
- The Moduli Space in the Gauged Linear Sigma Model
- THE KEMPF–NESS THEOREM 1. Introduction in This Talk, We Will
- NOTES on GIT and SYMPLECTIC STABILITY 1. Geometric Invariant
- NOTES on GIT and SYMPLECTIC STABILITY 1. Geometric Invariant
- Seminar on Beyond Geometric Invariant Theory (After Daniel Halpern–Leistner)
- SEMINAR on FURTHER TOPICS in GIT Our Seminar for the Summer
- What I Learned Today
- Arxiv:2008.04625V3 [Math.CV] 26 Feb 2021 Ldn Rvoswr Rm[Ush.Tespace the [Bu-Sch]
- On Algebraic Singularities, Finite Graphs and D-Brane Gauge Theories: a String Theoretic Perspective Yang-Hui He1
- Ringel-Hall Algebras and Applications to Moduli
- Geometric Invariant Theory and Projective Toric Varieties
- 4. Weighted Projective Spaces (Mar 2, 4, 7) §4.1
- Generalized Donaldson-Thomas Invariants of Derived Objects Via Kirwan Blowups
- STACK STRUCTURES on GIT QUOTIENTS PARAMETRIZING HYPERSURFACES Let G Be a Reductive Group Acting on P N Via a Linear Representati
- Handbook of Moduli
- THE GIT QUOTIENTS at ONCE Let G Be a Reductive Algebraic Group
- Handbook of Moduli
- Adequate Moduli Spaces and Geometrically Reductive Group Schemes
- Quotient Stacks
- 5.3. Linearisations. an Abstract Projective Scheme X Does Not Come
- ON the LOCAL QUOTIENT STRUCTURE of ARTIN STACKS This Paper Is Motivated by the Question of Whether an Artin Stack Is “Locally
- The GIT Quotients at Once Nicholas Proudfoot1 Department of Mathematics, University of Texas, Austin, TX 78712
- Variation of Non-Reductive Geometric Invariant Theory
- Geometric Invariant Theory
- Arxiv:1706.00934V1 [Math.AG] 3 Jun 2017 Onsof Points Uvs Savctdb Hsar.Ide,If Indeed, Sheshadri
- Arxiv:Math/0502462V3
- Geometric Invariant Theory Learning Seminar Fall 2020 Notes by Patrick Lei
- Generalized Donaldson-Thomas Invariants Via Kirwan Blowups a Dissertation Submitted to the Department of Mathematics and The
- Notes on GIT and Symplectic Reduction for Bundles and Varieties
- Algebraic Symplectic Analogues of Additive Quotients
- Geometric Invariant Theory for Non-Reductive Group Actions and Jet Differentials
- Singularities of (L)MMP and Applications
- School on Moduli Spaces Isaac Newton Institute for Mathematical Sciences 5 - 14 January 2011 Cambridge, UK