We will showcase the classification of algebraic surfaces by Kodaira dimension followed by an introduction to the minimal model program using surfaces as a guiding example.
Classification of Algebraic Surfaces and the Minimal Model Program
In this talk, I will explore the algebraic properties of an -graded vertex algebra associated with Gorenstein rings. Through this framework, I will demonstrate how these vertex algebras offer a natural bridge to the shifted theory of vertex algebras of the CFT type.
Classification of Algebraic Surfaces and the Minimal Model Program