Periods, Shafarevich Maps and Applications in Algebraic Geometry

Explore the fascinating world of algebraic geometry in this 55-minute conference talk by Daniel Litt from the University of Toronto. Delve into the intricacies of Periods, Shafarevich Maps, and their applications as the speaker guides you through key concepts, historical context, and modern developments. Learn about motivations behind the research, examine illustrative examples, and understand the significance of conjunctions in this field. Discover how generalisations and finite orbits play crucial roles, and gain insights into relevant representations. Follow along as the speaker outlines the proof of domain strategy, providing a comprehensive overview of this complex mathematical topic.

Introduction
Motivation
Example
Conjunctions
History
Generalisation
Finite orbits
Representations
Proof of Domain
Strategy