Presented By: Department of Mathematics
Student Algebraic Geometry
Complex-Analytic Methods in Algebraic Geometry
To any smooth algebraic variety over the complex numbers, we can associate a complex manifold called its analytification. We will discuss a particular tool to investigate the geometry of a variety and of its analytification, namely the theory of metrics on line bundles. As an application, we will prove the Kodaira Embedding Theorem, which gives a criterion for a compact complex manifold to be algebraic. Speaker(s): Matt Stevenson (UM)
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