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



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.






linear algebra, multivariable calculus, algorithm, data structure






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.