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Stable curve
Moduli of Curves 1
Log Minimal Model Program for the Moduli Space of Stable Curves: the Second Flip
An Introduction to Moduli Spaces of Curves and Its Intersection Theory
Tropicalization and Semistable Reduction of Curves
Moduli of Elliptic Curves Via Twisted Stable Maps by Andrew Norton Niles a Dissertation Submitted in Partial Satisfaction Of
Rational Points on Curves
Self-Points on Elliptic Curves
Arxiv:Math/0403245V1 [Math.AG] 15 Mar 2004 H Osblt Oatn Hssho.Tescn Uhrtha Author Second the School
1. Lecture 1: Curves and Jacobians Let K Be a Eld
Twisted Spin Curves
Complex Analysis on Riemann Surfaces Contents 1
Covers of Stacky Curves and Limits of Plane Quintics
Stable Sheaves on Reduced Projective Curves (*)
Semistable Reduction of Curves and Computation of Bad Euler Factors of L-Functions
Stable Models of Modular Curves and Applications
Curve Counting in Tropical and Algebraic Geometry
Handbook of Moduli
Relative Moduli of Vector Bundles and the Log-Minimal Model Program on Mg
Top View
1. Lecture 1: Curves and Jacobians Let K Be a Field. When Talking About
Riemann Surfaces
Group Actions, Divisors, and Plane Curves
Moduli of Curves
Brill-Noether Geometry on Moduli Spaces of Spin Curves
The Moduli Space of Curves
An Arithmetic Riemann-Roch Theorem for Pointed Stable Curves (Un Th´Eor`Emede Riemann-Roch Arithm´Etiquepour Des Courbes Stables Point´Ees)
SEMI-STABLE REDUCTION for CURVES 1. Arithmetic Surfaces Let S Be a Connected Dedekind Scheme. We Denote by K = K(S)
Tropicalizing the Space of Admissible Covers
Infinitesimal Deformations of Nodal Stable Curves
Enumerative Geometry of K3 Surfaces Thomas Dedieu
Automorphisms of Curves
Kähler-Einstein Metrics on Q-Smoothable Fano Varieties, Their Moduli and Some Applications
Lectures on Moduli of Curves
GAUSSIAN MAPS, GIESEKER-PETRI LOCI and LARGE THETA-CHARACTERISTICS 1. Introduction for an Integer G ≥ 1 We Consider the Moduli
SEMISTABLE MODULAR COMPACTIFICATIONS of MODULI SPACES of GENUS ONE CURVES KELI SIQUEIROS PARKER B.S., University of California D
Degenerations and Moduli Spaces in Kähler Geometry
THE MODULI SPACE of CURVES 1. the Moduli Space of Curves and a Few Remarks About Its Construction the Theory of Smooth Algebrai
Logarithmic Picard Groups, Chip Firing, and the Combinatorial Rank
Modular Forms, Elliptic and Modular Curves
Log Minimal Model Program for the Moduli Space of Stable Curves: the First Flip
Deformation Theory
Subject Index
An Introduction to Moduli Spaces of Curves and Their Intersection Theory
Models of Curves
Arxiv:1610.09589V1 [Math.AG]
Geometry of Curves Over a Discrete Valuation Ring
Arxiv:2007.03831V3 [Math.AG] 21 Mar 2021 Into Two Line Bundles, L of Degree D and L of Degree D (And D + D = 2G − 2 + N)