Syllabus (調整四週的課在三週上 4x3=3x4)
- 3/3: Review till 4.4, application of Gauss-Bonnet
- 3/4: (Tutorial: 第一週沒有習題課 )
- 3/5: 生病請假，補課在3/10跟3/17
- 3/10: Application of Gauss Bonnet, Classification of compact surfaces
- 3/11: (Tutorial: 4.5 )
- 3/12: Classification of compact surfaces
- 3/17: Simplicial complex
- 3/18: (Tutorial: 4.5 )
- 3/19: Simplicial complex, Homology
- 3/24: 移課到 3/3
- 3/25: (Tutorial: )
- 3/26: Homology
- 3/31: Homotopy and fundamental group
- 4/1: (Tutorial: )
- 4/2: University Holiday
- 4/7: Fundamental group
- 4/8: (Tutorial: )
- 4/9: covering space
- 4/14: covering space
- 4/15: (Tutorial: )
- 4/16: Seifert-van Kampen Theorem
- 4/21: 移課到 3/31
- 4/22: (Tutorial: )
- 4/23: 移課到 4/7, 4/14
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4/28: 移課到 5/5
4/29: (Tutorial: )
4/30: Midterm
5/5: geodesic and exponential map
5/6: (Tutorial: )
5/7: geodesic and exponential map
5/12: geodesic and exponential map
5/13:(Tutorial: )
5/14: geodesic 4.6
5/19: geodesic 5.3
5/20: (Tutorial: )
5/21: geodesic 4.7
5/26: 移課到 5/12
5/27: (Tutorial: )
5/28: 移課到 5/19, 6/2
6/2: geodesic 5.4
6/3: (Tutorial: )
6/4: geodesic 5.4
6/9: geodesic 5.5
6/10: (Tutorial: )
6/11: geodesic 5.5
6/16: 移課到6/9(今天加課，再上5.5與5.9)
6/17: (Tutorial: )
6/18: Final Exam
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