Alex GhitzaÂ
Tuesday, 22-Oct-2024Â
Abstract
Ever since the spectacular success of Wiles and others in the mid-90’s, there has been a continuous stream of advances attaching various types of modular forms to various types of geometric or algebraic objects. These modularity results tend to be very technical, but as with much of mathematics, it is possible to isolate certain concrete aspects that can be studied independently of the vast abstract machinery. I plan to illustrate this with some recent examples.
Speaker
Research area
Pure Mathematics
Affilation
University of Melbourne
Date
Tuesday 22 Oct 2024, 12:05 pm
Location
Room 4082, Anita B. Lawrence