Lectures on
Complex Differential Geometry

II. Topics

Professor Ngaiming Mok
The University of Hong Kong

General abstract for lectures on Topics

We will now move on to discuss a number of topics in Complex Differential Geometry, including

1. Bergman kernels, Bergman metrics, bounded symmetric domains

2. Harmonic forms, Kodaira's Vanishing Theorem and Embedding Theorem

3. Deformation of complex structure and local rigidity

4. Harmonic maps and strong rigidity of complex structure

5. Chern forms and Hermitian metric rigidity

6. Existence of holomorphic geometric cycles on certain products of compact Riemann surfaces of genus ³ 2 with arbitrarily small second fundamental forms

7.     Algebro-geometric characterization of certain holomorphic geodesic submanifolds on quotients of bounded symmetric domains.

 

  Lecture 19:

June 26, 2003 (Thursday)

4:00 - 5:30pm 

 Lecture 18:

June 19, 2003 (Thursday)

4:00 - 5:30pm 

 Lecture 17:

June 12, 2003 (Thursday)

4:00 - 5:30pm 

 Lecture 16:

June 5, 2003 (Thursday)

4:00 - 5:30pm 

 Lecture 15:

May 29, 2003 (Thursday)

4:00 - 5:30pm 

 Lecture 14:

May 22, 2003 (Thursday)

4:00 - 5:30pm 

 Lecture 13:

May 15, 2003 (Thursday)

4:00 - 5:30pm 

 Lecture 12:

May 7, 2003 (Wednesday)*

4:00 - 5:30pm 

Lecture 11:

April 24, 2003 (Thursday)

4:00 - 5:30pm

Lecture 10:

April 17, 2003 (Thursday)

4:00 - 5:30pm

Lecture 9:

March 27, 2003 (Thursday)

4:00 - 5:30pm

Lecture 8:

March 21, 2003 (Friday)

4:00 - 5:30pm

Lecture 7:

March 13, 2003 (Thursday)

4:00 - 5:30pm

*Note that, as an exception, we will be meeting on Friday that week.

Lectures will be held in Room 517, Meng Wah Complex

 

All are welcome