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- Arxiv:Math/0202080V1
- Distribution of Rational Points on Algebraic Varieties
- Equivariantly Uniformly Rational Varieties Charlie Petitjean
- The Rationality Problem for Fields of Invariants Under Linear Algebraic Groups (With Special Regards to the Brauer Group)
- The Geometry of Siegel Modular Varieties
- Topics in Algebraic Geometry II. Rationality of Algebraic Varieties
- Lectures on Rationally Connected Varieties
- Approximating Curves on Real Rational Surfaces János Kollár, Frédéric Mangolte
- Arxiv:2010.05196V2 [Math.AG] 17 Oct 2020 Group Problem Aefrcertain for Case Some C Projectivization Ierrpeetto of Representation Linear Where 1.1
- Table of Contents 1. Introduction 2. Invariant Metrics and Laplacians On
- Equivariantly Uniformly Rational Varieties 2
- Arxiv:1603.09261V2 [Math.AG] 26 Aug 2016 Spoe.Fo H Entosw Euetefloigimpli Following the Deduce We Definitions the from Proper
- Unirationality of Hypersurfaces
- Algebraic Geometry Notes Richard Borcherds
- Rational Curves on Algebraic Varieties, by János Kollár, Springer, Secaucus, NJ, 1996, Viii+320 Pp., $139.95, ISBN 3-540-60168
- 7. Rational, Unirational and Rationally Connected Varieties in This Section We Give a Geometric Application of Some of the Ideas of the Previous Sections
- MMA320 Introduction to Algebraic Geometry Jan Stevens
- Algebraic Curves by Fulton
- Rational Curves on $ V 5 $ and Rational Simple Connectedness
- FANO VARIETIES of LOW-DEGREE SMOOTH HYPERSURFACES and UNIRATIONALITY Submitted to the Department of Mathematics in Partial Fulfi
- Undergraduate Algebraic Geometry
- Integral Specialization of Families of Rational Functions
- R-Equivalence and Rationality Problem for Semisimple Adjoint Classical Algebraic Groups
- Geometry of Algebraic Varieties
- Cycles, Derived Categories, and Rationality
- Rational Curves on Varieties
- Hypersurfaces That Are Not Stably Rational
- The Siegel Modular Variety of Degree Two and Level Three