MATH5061 - Riemannian Geometry I - 2018/19
Announcement
- Midterm: Feb 28, 10:25-12:15
- Final: TBA
General Information
Lecturer
-
Jaigyoung Choe
- Office: LSB 237
- Tel: 5127-8066
- Email:
Time and Venue
- Lecture: THU 9:30-12:15 (BMS1)
Course Description
This course is intended to provide a solid background in Riemannian Geometry. Topics include: affine connection, tensor calculus, Riemannian metric, geodesics, curvature tensor, completeness and some global theory. Students taking this course are expected to have knowledge in differential geometry of curves and surfaces.
Textbooks
- Frank Warner: Foundations of Differentiable Manifolds and Lie Groups
- Manfredo do Carmo: Riemannian Geometry
- Cheeger and Ebin: Comparison Theorems in Riemannian Geometry
- Gallot, Hulin, Lafontaine: Riemannian Geometry
Lecture Notes
- Lecture Note 1
- Lecture Note 2
- Lecture Note 3
- Lecture Note 4
- Lecture Note 5
- Lecture Note 6
- Lecture Note 7
- Midterm
- Lecture Note 8
- Lecture Note 9
- Lecture Note 10
- Lecture Note 11
- Lecture Note 12
- Lecture Note 13
- Lecture Note 14
- Final
Assessment Scheme
Midterm | 50% | |
Final | 50% |
Assessment Policy Last updated: April 25, 2019 13:01:08