Introduction to the Theory of Algebraic Curves
- Start Date
- 2024-07-08
- End Date
- 2024-07-19
- Institution
- MSRI/SLMath
- City
- Berkeley, CA
- Country
- USA
- Meeting Type
- school for graduate students
- Homepage
- https://www.slmath.org/summer-schools/1067
- Contact Name
- Created
- 8/20/23, 7:17 PM
- Modified
- 8/20/23, 7:17 PM
Description
In the last few years, there have been extraordinary developments in many aspects of curve theory. Beginning with many examples in low genus, this summer school will introduce the participants to the background behind these developments in the following areas:
- moduli spaces of stable curves
- Brill–Noether theory
- the extrinsic geometry of the curves in projective space
We will also include an introduction to some open problems at the forefront of these active areas.
School Structure
There will be two one-hour lectures and two problem sessions each day.
Prerequisites
Basic knowledge of algebraic geometry up to the level of the Riemann–Roch and Riemann–Hurwitz theorems for curves. (These theorems appear, for example, in Hartshorne’s Algebraic Geometry as Theorem IV.1.3 and Corollary IV.2.4; or in Sections 2.3 and 2.1 in Griffiths–Harris Principles of Algebraic Geometry).
Application Procedure
For eligibility and how to apply, see the main summer school page.
Problems?
If you notice a problem with this entry, please contact the curators by email.