The event is jointly organized by the International Centre for Mathematical Sciences (ICMS-Sofia) at the Institute of Mathematics and Informatics in Sofia, and the Institute for the Mathematical Sciences of the Americas (IMSA) at the University of Miami. The conference will be held at the UM campus.
Location: Lakeside Village Auditorium, University of Miami (May 1, 3-5), Coral Gables, FL & Whitten Learning Center, Room 180 (May 2), University of Miami, Coral Gables, FL
Organizers: Ernesto Lupercio, Ludmil Katzarkov
The study of Quantum Toric Geometry has emerged as a new and important area of research in recent years. It is a rich and exciting field with deep connections to a wide range of topics in mathematics, including algebraic geometry, symplectic geometry, representation theory, and mathematical physics. Quantum Toric Geometry provides a new perspective on classical Toric Geometry, which studies the geometry of algebraic varieties that admit an action of a torus.
O-Minimality is another area of mathematics that has seen significant recent developments. It is a branch of mathematical logic that studies the properties of definable sets in o-minimal structures. O-Minimality has become an important tool in algebraic geometry, providing a way to study the geometry of varieties using tools from logic. Recent work suggests a deep and fundamental relationship between Quantum Toric Geometry and O-Minimality.
This conference aims to bring together experts from both fields to explore these connections and to discuss recent advances in both areas. The conference will feature a series of talks and discussions by leading researchers in the field, covering a wide range of topics in Quantum Toric Geometry and O-Minimality. The conference will be an excellent opportunity for researchers and students to learn about the latest developments in these exciting and important fields and to meet and interact with leading experts from around the world.
More information about the conference programme, titles and abstracts of talks can be found at: