Relevance of Course Objectives and Core Learning Outcomes(%) |
Teaching and Assessment Methods for Course Objectives |
Course Objectives |
Competency Indicators |
Ratio(%) |
Teaching Methods |
Assessment Methods |
了解實數系、數列、函數的連續、微分和積分 |
1.Basic Knowledge in Mathematical Sciences |
2.Professional Knowledge in Mathematical Analysis |
8.English Language Ability |
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Course Content and Homework/Schedule/Tests Schedule |
Week |
Course Content |
Week 1 |
1.實數系 |
Week 2 |
1.實數系 |
Week 3 |
1.實數系 |
Week 4 |
1.實數系
2. 數列 |
Week 5 |
2. 數列 |
Week 6 |
2. 數列 |
Week 7 |
2. 數列
3. 連續/均勻連續函數 |
Week 8 |
3. 連續/均勻連續函數 |
Week 9 |
3. 連續/均勻連續函數
期中考 |
Week 10 |
3. 連續/均勻連續函數 |
Week 11 |
4. 可微分函數 |
Week 12 |
4. 可微分函數 |
Week 13 |
4. 可微分函數 |
Week 14 |
5. 函數的積分 |
Week 15 |
5. 函數的積分 |
Week 16 |
5. 函數的積分 |
Week 17 |
期末考 |
Week 18 |
自主學習:檢視期末試卷
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Evaluation |
期中考,期末考,小考,課堂表現及作業 |
Textbook & other References |
教科書:Introduction to Analysis, W. R. Wade, Pearson, 歐亞書局
參考書目:
1. W. Rudin, Principles of Mathematical Analysis.
2. T.M. Apostol, Mathematical Analysis.
3. J. E. Marsden and M. J. Hoffman, Elementary Classical Analysis. |
Teaching Aids & Teacher's Website |
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Office Hours |
256, 45 |
Sustainable Development Goals, SDGs(Link URL) |
| include experience courses:N |
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