國立中山大學 110學年度第2學期 課程教學大綱
National Sun Yat-sen University 110Academic year Course syllabus
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中文名稱 Course name(Chinese) |
財務工程概論 |
課號 Course Code |
FM314 |
英文名稱 Course name(English) |
FINANCIAL ENGINEERING |
課程類別 Type of the course |
講授類 | 必選修 Required/Selected | 選修 |
系所 Dept./faculty |
財務管理學系 |
授課教師 Instructor |
蔡秉真
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學分 Credit |
3 |
因應嚴重特殊傳染性肺炎(武漢肺炎),倘若後續需實施遠距授課,授課方式調整如下: |
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因應嚴重特殊傳染性肺炎(武漢肺炎),倘若後續需實施遠距授課,評分方式調整如下: |
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1.midterm:20% 2.final:20% 3.computer workshop:50% 4.in-lecture performance:10%
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課程大綱 Course syllabus |
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課程目標 Objectives |
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This course introduces the basic concepts of derivative pricing, as well as some elementary ideas in stochastic calculus such as Brownian motion and Ito’s Lemma. After this course, students are expected to understand three different ways in deriving the Black-Scholes-Merton (BSM) formula of a European option, the construction of Brownian motion and its role in Stochastic Calculus. In addition, students should be equipped with knowledge and tools in their independent study of textbook Mikosch (1998). Another objective is to give students ample opportunities in handling real financial data and solving relevant tasks in 5 computer workshops using Excel. Students are expected to see their Excel skills greatly improved during the 5 workshops, and can apply their solutions to other programming environments.
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授課方式 Teaching methods |
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Lectures + Computer Workshop
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評分方式﹝評分標準及比例﹞Evaluation (Criteria and ratio)等第制單科成績對照表 letter grading reference
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1.Computer workshop :50% 2.midterm:20% 3.In-lecture Performance:10% 4.final:20%
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參考書/教科書/閱讀文獻 Reference book/ textbook/ documents
〔請遵守智慧財產權觀念,不可非法影印。教師所提供之教材供學生本人自修學習使用,不得散播及做為商業用途〕
No copies for intellectual property rights. Textbooks provided by the instructor used only for self-study, can not broadcast or commercial use
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序號 | 作者 | 書名 | 出版社 | 出版年 | 出版地 | ISBN# | No. | Auther | Title | Publisher | Year of publish | Publisher place | ISBN# | 1 | John Hull | Options, Futures, and Other Derivatives | Pearson Education | 2012 | Essex | | 2 | Thomas Mikosch | Elementary Stochastic Calculus – with Finance in View | World Scientific Publishing | 1998 | Singapore | 981-02-3543-7 | 3 | Fabrice D. Rouah and Gregory Vainberg | Option Pricing Models & Volatility Using Excel-VBA | Wiley Finance | 2007 | Hoboken, New Jersey | 978-0-471-79464-6 |
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彈性暨自主學習規劃 Alternative learning periods
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每週課程內容及預計進度 Weekly scheduled progress |
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週次 | 日期 | 授課內容及主題 | Week | Date | Content and topic | 1 | 2022/02/13~2022/02/19 | Introduction, review of option and Binomial-Tree model | 2 | 2022/02/20~2022/02/26 | Binomial-Tree model and Black-Scholes-Merton formula | 3 | 2022/02/27~2022/03/05 | Binomial-Tree model and computer workshop 1 | 4 | 2022/03/06~2022/03/12 | University Sports Day | 5 | 2022/03/13~2022/03/19 | Introduction to Brownian motion - article reading | 6 | 2022/03/20~2022/03/26 | Introduction to Brownian motion | 7 | 2022/03/27~2022/04/02 | Computer workshop 2: simulation of random walk process | 8 | 2022/04/03~2022/04/09 | Midterm exam | 9 | 2022/04/10~2022/04/16 | Conditional Expectation and Martingale | 10 | 2022/04/17~2022/04/23 | Quadratic Variation and the Construction of Ito Integral - video watching | 11 | 2022/04/24~2022/04/30 | Computer workshop 3: numerical integration | 12 | 2022/05/01~2022/05/07 | Ito's Lemma: derivation | 13 | 2022/05/08~2022/05/14 | Ito's Lemma: application to Geometric Brownian motion | 14 | 2022/05/15~2022/05/21 | Computer workshop 4: simulation of Geometric Brownian motion | 15 | 2022/05/22~2022/05/28 | Black-Scholes-Merton PDE and formula | 16 | 2022/05/29~2022/06/04 | Risk-neutral pricing and Black-Scholes-Merton formula | 17 | 2022/06/05~2022/06/11 | Final exam | 18 | 2022/06/12~2022/06/18 | Computer workshop 5: calibrate risk-neutral density (optional) |
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課業討論時間 Office hours |
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時段1 Time period 1: 時間 Time:星期一13:00-15:00 地點 Office/Laboratory:CM3052 時段2 Time period 2: 時間 Time:星期三13:00-15:00 地點 Office/Laboratory:CM3052
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系所學生專業能力/全校學生基本素養與核心能力 basic disciplines and core capabilitics of the dcpartment and the university |
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系所學生專業能力/全校學生基本素養與核心能力 basic disciplines and core capabilities of the department and the university | 課堂活動與評量方式 Class activities and evaluation | 本課程欲培養之能力與素養 This course enables students to achieve. | 紙筆考試或測驗 Test. | 課堂討論︵含個案討論︶ Group discussion (case analysis). | 個人書面報告、作業、作品、實驗 Indivisual paper report/ assignment/ work or experiment. | 群組書面報告、作業、作品、實驗 Group paper report/ assignment/ work or experiment. | 個人口頭報告 Indivisual oral presentation. | 群組口頭報告 Group oral presentation. | 課程規劃之校外參訪及實習 Off-campus visit and intership. | 證照/檢定 License. | 參與課程規劃之校內外活動及競賽 Participate in off-campus/ on-campus activities and competitions. | 課外閱讀 Outside reading. | ※系所學生專業能力 Basic disciplines and core capabilities of the department | |
1.財務倫理之能力與社會責任實踐 1. Financial ethics ability. | | | | | | | | | | | | 2.國際觀之能力 2. Global perspective. | V | | | | | | | | | | V | 3.解決財務問題之能力 3. Problem solving ability in Finance. | V | V | | V | V | | | | | | | 4.溝通之能力 4. Communication skill. | V | | | V | V | | | | | | | 5.財務管理專業知識之能力 5. Expertise in Financial management. | V | V | | V | | | | | | | | ※全校學生基本素養與核心能力 Basic disciplines and core capabilities of the university | |
1.表達與溝通能力。 1. Articulation and communication skills | V | | | V | V | | | | | | | 2.探究與批判思考能力。 2. Inquisitive and critical thinking abilities | V | V | | | | | | | | | V | 3.終身學習能力。 3. Lifelong learning | | | | | | | | | | | | 4.倫理與社會責任。 4. Ethnics and social responsibility | | | | | | | | | | | | 5.美感品味。 5. Aesthetic appreciation | V | | | V | | | | | | | V | 6.創造力。 6. Creativity | V | | | V | V | | | | | | | 7.全球視野。 7. Global perspective | | | | | | | | | | | | 8.合作與領導能力。 8. Team work and leadership | | | | | | | | | | | | 9.山海胸襟與自然情懷。 9. Broad-mindedness and the embrace of nature | | | | | | | | | | | |
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本課程與SDGs相關項目:The course relates to SDGs items: |
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本課程校外實習資訊: This course is relevant to internship: |
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