The 9th KIAS SUMMER SCHOOL ON DIFFERENTIAL GEOMETRY
June 23 - 27, 2014
Sol Beach, Yang Yang, Korea (22일 출발 27일 귀경)
Lectures:
1. Minimal surfaces as extremals for eigenvalue problems by Richard Schoen (Stanford University)
2. The variations of Yang-Mills Lagrangian by Tristan Riviere (ETH Zurich)
3. The metric properties of Lagrangian submanifolds by Yng-Ing Lee (National Taiwan University)
4. Existence of geodesics I, II, Existence of minimal hypersurfaces, Willmore conjecture
by Andre Neves (Imperial College London)
Registration
Schedule
Titles and Abstracts
Lecture Notes: Yng-Ing Lee's Tristan Riviere's Rick Schoen's
Group Photos
Organized by Jaigyoung Choe
Korea Institute for Advanced Study