1 week: Smooth manifolds

2 week: Sard’s theorem and Brouwer's fixed point theorem 

3 week:  The degree of mappings (mod 2)

4 week: Oriented manifolds

5 week: Brouwer degree theory, Poincare-Hopf theorem

6 week: Framed cobordism

7 week: The degree of mappings (general case) 

8 week: Midterm exam

9 week: Riemannian manifolds 

10 week: Review on Riemannian surfaces 

11 week: Affine connections 

12 week: Vector bundles 

13 week: Connections on vector bundles 

14 week: Geodesics

15 week: Final exam



이런식으로 나간다는데, 미분기하학개론1 안듣고 이거 가능할까?? 아님 포기??