Program
An Introduction to K3 Surfaces
Student No.:40
Time:Mon & Thu 13:30-15:05, Sep.17-Jan.3
Instructor:吴宝森Wu Baosen, 袁瑶Yuan Yao  
Place:Conference Room 3, Jin Chun Yuan West Bldg.
Starting Date:2018-9-17
Ending Date:2019-1-3

Description:
In the Enriques classification of surfaces, K3 surfaces are one of the classes of surfaces of Kodaira dimension zero. In this course, we shall describe their Hodge structure, moduli spaces, period map and Torelli theorem. We may also discuss some topics on the geometry of projective K3 surfaces.


Prerequisite: Basic algebraic geometry.


Reference:
[1] W. Barth, C. Peters, and A. Van de Ven, Compact Complex Surfaces.
[2] D. Huybrechts, Lecture on K3 surfaces.