Math 257A-topics on complex geometry, General Information
Spring, 2005
Course Description
The first half of the course is a continuation of Math 220 (complex analysis), in which we shall cover the classical materials on Riemann surfaces
with focus on the uniformization of Riemann surfaces.
The second half of the course will focus on various methods of
modern analysis, including the L^2 estimates, the existence of minimal spheres and Kaehler-Ricci flow,
again with focus on the uniformization problem on Kaehler manifolds through curvature conditions.
There will be no final exam.
The complete course schedule will be available.
Instructors
| Name |
Office |
E-mail |
Phone |
Office Hours |
| Ni, Lei |
AP&M 5250 |
lni@math.ucsd.edu |
534-2704 |
MWF 11:00-12:00am |
|
Course Time and Location
| Section |
Instructor |
Time |
Place |
| A00 |
Ni |
MWF 2:00-2:50 am |
APM 7421 |
|
Texts
Text: (1) Lectures on Riemann Surfaces, Forster;
(2)Lectures on Harmonic Maps, Schoen and Yau
(3) Some recent papers related to Kaehler-Ricci flow.
Exams
There will be no exam.
Homework
There will be some homework
assignments. Homework should be turned by the end of the quarter.
Schedule
The course schedule will be available.
Grades
Grades will be based on the following percentages.
Last modified: Wed March 04, 14:49:08 PST 2004