0710 - 複變數函數論(二)
Complex Analysis (II)
教育目標 Course Target
複分析是應用科學的主要分析工具之一， 本課程「複變數函數論」討論複數系上之解析函數，以其表現、微分與積分、級數、留數 (residual)定理與保角變換 (conformal mapping) 為主要內容，以奠定複分析的基礎。下學期的內容主要為留數定理、保角變換，以及傅利葉變換等。
Complex analysis is one of the main analytical tools in applied science. This course "Function Theory of Complex Variables" discusses analytic functions on the complex number system, with its main contents including its expression, differential and integral calculus, series, residual theorem and conformal mapping, to lay the foundation for complex analysis. The content of the next semester will mainly include the residue theorem, conformal transformation, and Fourier transform.
參考書目 Reference Books
黃皇南老師自編講義：https://www.notion.so/80813d7f93bf491e82403c867a717e7c?pvs=4
Teacher Huang Huangnan’s self-compiled handouts: https://www.notion.so/80813d7f93bf491e82403c867a717e7c?pvs=4
評分方式 Grading
| 評分項目 Grading Method |
配分比例 Percentage |
說明 Description |
|---|---|---|
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平時考、小小考與作業 Daily exams, quizzes and homework |
40 | |
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期中考與期末考 Midterm and final exams |
50 | |
|
出席 Attend |
10 |
授課大綱 Course Plan
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課程資訊 Course Information
基本資料 Basic Information
- 課程代碼 Course Code: 0710
- 學分 Credit: 0-3
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上課時間 Course Time:Monday/8,Friday/3,4[ST520]
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授課教師 Teacher:陳淑珍
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修課班級 Class:應數系3,4
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