We will begin by giving a historical introduction to some of the key methods and ideas of algebraic geometry. In particular, we will introduce the idea of a moduli space, and see how classical enumerative problems in algebraic geometry can be interpreted and solved within the framework of "intersection theory on moduli spaces." If time permits, we will try to sketch how ideas from string theory led to some extraordinary conjectures regarding intersection theory on a specific, very important moduli space, namely the moduli space of stable curves. No prior knowledge of algebraic geometry will be assumed.
Introduction to Enumerative Geometry
28.06.2017 14:30 - 15:30
Organiser:
M. Eichmair
Location:
Sky Lounge, 12. OG, OMP 1
Related Files
- 28062017Smyth_JK.pdf 115 KB