Symplectic Birational Geometry
Tian-Jun Li, Yongbin Ruan
TL;DR
This survey explores symplectic birational geometry, focusing on uniruledness in all dimensions and discussing Kodaira dimension and minimality in low dimensions.
Contribution
It provides a comprehensive overview of symplectic birational geometry, highlighting recent developments and open problems in the field.
Findings
Uniruledness is central in symplectic birational geometry.
Kodaira dimension and minimality are important in low dimensions.
The survey summarizes key results and future directions.
Abstract
This is a survey on symplectic birational geometry. In arbitrary dimension, this subject is centered around the notion of uniruledness. In low dimensions, we will also discuss Kodaira dimension and minimality.
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Taxonomy
TopicsGeometry and complex manifolds · Algebraic Geometry and Number Theory · Geometric and Algebraic Topology