Holiday
GEN III綜三 631 T5T6T7
The course will cover basic topics in Algebraic Topology such as chain complex, homology, cohomology, etc.
Course keywords: homology, cohomology, chain complex, homotopy, exact sequence 1. 課程說明(Course Description) The course will cover basic topics in Algebraic Topology such as chain complex, homology, cohomology, etc. 2. 指定用書(Text Books) A. Hatcher, Algebraic topology 3. 參考書籍(References) R. Bott & L.W. Tu, Differential forms in algebraic topology G.E. Bredon, Topology and geometry H. Cartan & S. Eilenberg, Homological algebra M.J.Greenberg & J.R.Harper, Algebraic topology, a first course J.R. Munkres, Elements of algebraic topology C. Weibel, An introduction to homological algebra 4. 教學方式(Teaching Method) Lectures 5. 教學進度(Syllabus) See course website 6. 成績考核(Evaluation) Report & presentation See the website for details. 7. 可連結之網頁位址 相關網頁(Personal Website) https://www.math.nthu.edu.tw/~hyliao/11220MATH552500.html 8. AI 使用規則 (Use of AI) 有條件開放,AI只能用於修改英文 Conditionally open; a student can use AI only for polishing English.
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Average GPA 3.46
Std. Deviation 1.05
X-Class,本課程為 16 週課程
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