Quasi Jacobi Forms and Moduli Space of Enhanced Elliptic Curves - GADEPs Conference III

Explore a 46-minute conference talk from the third GADEPs focused conference on Noether-Lefschetz and Hodge loci, delivered by Jin Cao at IMPA in Rio de Janeiro. Delve into the topic of "Quasi Jacobi forms and moduli space of enhanced elliptic curve" as part of a broader discussion on periods, algebraic surfaces, and Hodge theory. Gain insights into the challenges surrounding Noether-Lefschetz loci in parameter spaces of algebraic surfaces and the application of transcendental tools from periods and Hodge theory. Learn about the algebraic nature of Hodge loci and the latest developments in this field through expert presentations and discussions. Understand the significance of this conference in bringing together mathematicians from various areas to explore the concept of periods and its implications in geometry, arithmetic, and differential equations.

GADEPs focused conference III: Noether-Lefschetz and Hodge loci - Jin Cao