|Introduction to Geometric Invariant Theory and Moduli Problems|
|Time：||Wed. 13:00-14:50; Fri. 10:10-12:00|
|Instructor：||Yi Hu [The University of Arizona]|
|Place：||Conference Room 1, Floor 1, Jin Chun Yuan West Building (近春园西楼1层第一会议室)|
In this series of introductory lectures, I will use many elementary and concrete examples to explain and introduce the Geometric Invariant Theory and some moduli spaces such as moduli spaces of stable curves, stable bundles and stable maps. The relation of the theory with symplectic geometry (e.g.,symplectic quotients) will also be described.
Any students with geometry and topology background are welcome to attend; knowledge of algebraic geometry will be helpful but not required.
Reference for the course:
Mumford, Fogarty, Kirwan: Geometric Invariant Theory. (not recommended for introductory reading)
Some on-line references will be provided during the first lectures.