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Cone of curves

Introduction
AN INTRODUCTION to MORI THEORY: the CASE of SURFACES Contents Introduction 1 Part 1. Preliminaries 2 1.1. Basic Notation 3 1.2
Algebraic Surfaces and Hyperbolic Geometry
ON the EXISTENCE of FLIPS 1. Introduction the Main Result of This Paper Is: Theorem 1.1. Assume the Real MMP in Dimension
Pseudoeffective Cones and Morphisms of Projective Varieties
$Rational and Non-Rational Algebraic Varieties: Lectures of J\'Anos Koll\'Ar$

Rational and Non-Rational Algebraic Varieties: Lectures of J\'Anos Koll\'Ar
Foundation of the Minimal Model Program 2014/4/16 Version 0.01
A SNAPSHOT of the MINIMAL MODEL PROGRAM 1. Introduction
Arxiv:1509.04722V3 [Math.AG]
Basepoint Freeness for Nef and Big Line Bundles in Positive Characteristic
A First Glimpse at the Minimal Model Program
Contents 1. Preliminaries on the Cones of Ample and Effective Divisors 2 2. Preliminaries on the Moduli Space of Curves And
Lecture Notes in Mathematics, Vol
SURFACES with BIG ANTICANONICAL CLASS 1. Introduction One Aspect of the Minimal Model Program Is the Classification of Algebraic
Mori Cones of Holomorphic Symplectic Varieties of K3 Type
The Pseudo-Effective Cone of a Compact Kähler Manifold and Varieties of Negative Kodaira Dimension
The Cone Conjecture for Calabi-Yau Pairs in Dimension Two
A CONE THEOREM for NEF CURVES 1. Introduction Suppose

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Arxiv:Math/0502174V2 [Math.AG] 30 Jun 2009 Ntegnrlcs.Hr N Hogotteppr Ie Cart a Given Paper, the Throughout and C [Sho96, Here and Case
Arxiv:1611.00556V1 [Math.AG]
Arxiv:0809.2579V2 [Math.AG]
The Cone Theorem
A Decomposition of the Moving Cone of a Projective Manifold According to the Harder-Narasimhan ﬁltration of the Tangent Bundle
Introduction to Mori Theory
Lectures on Flips and Minimal Models
The Ample Cone of a Morphism
Arxiv:Math/0612251V2 [Math.AG] 29 May 2008 Ie Ytebudr Taicto R Odts Ae O Ma for Cases Major Test of ﬁrst Geometry Good the Geometry
3-Fold Log Flips
POSITIVE CONES of DUAL CYCLE CLASSES 1. Introduction A
The Kodaira Dimension of the Moduli Space of Curves 1

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