Graduate Student Colloquium
Alexander Stathis
UIC
An Introduction to Enumerative Geometry and Moduli Spaces
Abstract: Enumerative geometry is the theory of counting geometric objects. For simple questions, one can find so-called "classical solutions" by manipulating the geometry in such a way so that the count is easy to obtain. For more complicated questions, one must use more advanced tools such as moduli spaces and intersection theory. I will give a brief history and introduction to the subject and discuss some of the key questions and tools in its development.
Pizza will be served at 12:55.
Monday October 10, 2016 at 1:00 PM in SEO 636