Program
Computational Conformal Geometry
Student No.:50
Time:Tue/Thu 9:50-11:25, 2017-6-8~2017-08-10
Instructor:Xianfeng David Gu  [State University of New York at Stony Brook]
Place:June 8-Aug 3, Lecture Hall, Floor 3;Aug 8-Aug 10, Conference Room 3, Floor 2, Jin Chun Yuan West Building
Starting Date:2017-6-8
Ending Date:2017-8-10
 

Description:

 

This course will cover the basic concepts and theorems in conformal geometry, and the computational methods, including non-linear harmonic map, holomorphic differentials based on Hodge theory and discrete surface Ricci flow. The applications in engineering and medicine fields will be introduced as well.
 

 

 

 

Prerequisite:

 

linear algebra, multivariable calculus, algorithm, data structure
 

 

 

 

Reference:

 

Xianfeng Gu and Shing-Tung Yau. Computational Conformal Geometry, Series: Advanced Lectures in Mathematics, Vol 3, Publisher: International Press and Higher Education Press, ISBN 978-1-57146-171-1, 2007.