國立中山大學 109學年度第1學期 課程教學大綱

National Sun Yat-sen University 109Academic year1st Semester Course syllabus

中文名稱
Course name(Chinese)

投資理論與策略

課號
Course Code

FM505

英文名稱
Course name(English)

INVESTMENT THEORIES AND STRATEGIES

課程類別
Type of the course

講授類

必選修
Required/Selected

選修

系所
Dept./faculty

財務管理學系碩士班

授課教師
Instructor

劉德明    

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:

         同步遠距【透過網路直播技術,同時進行線上教學,得採Microsoft Teams、Adobe connect等軟體進行】
同步遠距含錄影【透過網路直播技術,同時進行線上教學並同時錄影,課程內容可擇日再重播,得採Microsoft Teams、Adobe connect等軟體進行】
非同步遠距【課堂錄影或錄製數位教材放置網路供學生可非同時進行線上學習,得採EverCam、PPT簡報錄影、錄音方式進行】
實作類課程,經評估無法採遠距課程教學,後續復課後密集補課

★遠距教學軟體操作說明連結

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:

        
1.Midterm exam期中考25%
2.Final exam 期末考25%
3.Homework 作業35%
4.Class Participation 課堂參與15%

課程大綱 Course syllabus

         本課程教學大綱已提供完整英文資訊(本選項僅供統計使用,未提供完整英文資訊者,得免勾記)【Provide information of course syllabus in English.(This is for statistical use only. For those who do not provide information of course syllabus in English, do not check this field.)】

Class 1: Introduction to Investment
Reader:class note 1
BKM Chapters 1 & 2&Appendix.
Class 2: Introduction to Security Markets and Market Instruments
Reader:class note 1
BKM Chapters 1 & 2&Appendix.
Class 3: Security Risk and Return
Reader:class note 1
BKM Chapters 5 & 6
Campbell John Y.,Martin Lettau, Burton G. Malkiel and Yexiao Xu, 2001, Have Individual Stocks Become More Volatile? An Empirical Exploration of Idiosyncratic Risk, The Journal of Finance,Volume 56, Issue 1, pages 1–43, February 2001
Stock vs Bond Debate
Class 4: Portfolio Optimization and Asset Classes
Reader:class note 1
BKM Chapters 6,7,8 &BKM Appendix A, B
Focus: Chapters 6,7 & 8: Leisure Readings ”Fourteen Pages to Fame,” Chapter 2 of Capital Ideas by Peter Bernstein.
Class 5: Capital Asset Pricing Model
Reader:class note 2: CAPM
BKM Chapters 8 &9
Buffett, Warren, 1984,“The Super Investors of Graham and Doddsville” speech, the Columbia Business School Magazine
Leisure Readings
”The Interior Decorator Fallacy” Chapter 3 of Capital Ideas by Peter Bernstein
Lowenstein, Louis (1991), “CAPM is Flawed” from“Sense & Nonsense in Corporate Finance”
Fernandez, Pablo (2014) CAPM: an absurd model
Classes 6: The CAPM and APT Part 1: Theory
Please read BKM Chapters 9-11,
Class 7: The CAPM and APT Part 2: Applications and Tests
Please read: class note 2: CAPM
BKM Chapters 9,10&13,
Reader:
Lakonishok, Josef, Andrei Schleifer and Robert W. Vishny, 1994,Contrarian Investment, Extrapolation and Risk,Journal of Finance, December 1994
Jegadeesh and Titman (1993). Returns to Buying Winners and Selling Losers: Implications for Market Efficiency, Journal of Finance (1993).
Fama, Eugene F., and Kenneth R. French. The Cross-Section of Expected Stock Returns. The Journal of Finance 47, 2 (June 1992): 427-465.
Fama and French (2004),The Capital Asset Pricing Model:Theory and Evidence, Journal of Economic Perspectives—Volume 18, Number 3—Summer 2004—Pages 25–46
Thaler, R.H. and W.F.M. DeBondt, "Anomalies: A Mean-Reverting Walk Down Wall Street," Journal of Economic Perspectives, Jan. 1989.
Rubinstein , Mark, 2001, Rational Markets Yes or No, Financial Analysts Journal (May/June 2001)
Classes 8 : The The Efficient Market Hypothesis and behavior finance
Please read: class note 3: efficient analysis
BKM Chapters 10,11,12
Lo, Andrew W,2007,”EFFICIENT MARKETS HYPOTHESIS” in L. Blume and S. Durlauf, The New Palgrave: A Dictionary of Economics, Second Edition, 2007. New York: Palgrave McMillan.
Thaler, R.H. and W.F.M. DeBondt, "Anomalies: A Mean-Reverting Walk Down Wall Street," Journal of Economic Perspectives, Jan. 1989.
Jegadeesh and Titman (1993). “Returns to Buying Winners and Selling Losers: Implications for Market Efficiency”, Journal of Finance (1993).
Jagannathan, R., and E. McGrattan, 1995, “The CAPM Debate”, Federal Reserve Bank of Minneapolis Quarterly Review 19 (1995): 2-17.
PHD and serious students please read, Cochrane, John H, Asset Pricing (Ch. 20), revised 2005. Princeton University Press,”Expected Returns in theTime Series and Cross Section”
Classes 9:Market Anomaly
Please read: class note 3: efficient analysis
BKM Chapters 12&13
Papers to read
Fama, Eugene F. and Kenneth R. French.1992. “The Cross-Section of Expected Stock Returns.” Journal of Finance. 47:2, pp. 427–65.
Fama, Eugene F. and Kenneth R. French. 1993. “Common Risk Factors in the Returns on Stocks and Bonds.” Journal of Financial Economics.
Fama, Eugene F. and Kenneth R. French. 2004. “The Capital Asset Pricing Model: Theory and Evidence” Journal of Economic Perspectives—Volume 18, Number 3—Summer 2004—Pages 25–46
Durand, Robert B., Dominic Lim, and J. Kenton Zumwalt. 2011.” Fear and the Fama-French Factors” Financial Management • Summer 2011 • pages 409 – 426
Berger, Adam L,Ronen Israel,and Tobias J. Moskowitz, 2009,”The Case for Momentum Investing”, AQR capital management working paper
Durand, Robert B., Dominic Lim, and J. Kenton Zumwalt. 2011.” Fear and the Fama-French Factors” Financial Management • Summer 2011 • pages 409 – 426
Desai, Hemang, Shivaram Rajgopal and Mohan Venkatachalam, 2004,” Value-Glamour and Accruals Mispricing: One Anomaly or Two?”, The Accounting Review volume 79#2, 355-385
Sloan, R. 1996. Do Stock Prices Fully Reflect Information in Accruals and Cash Flows about Future Earnings? The Accounting Review 71(3):289-316.Class 10: Derivative Markets and class 10 Equity Options
Please read: class note 4: derivative securities
BKM Chapters 20,21
Buffet, Warren on Derivatives, 2002, edited excerpts from the Berkshire Hathaway annual report for 2002.
Focus:
BKM Chapters 20, type of potential questions: concept check question 1, 2, 3 & 4, 6, 8, 9, 14.1
Further Reading
EASY AND ENTERTAINING: ”The Universal Financial Device” Chapter 11 of Capital Ideas by Peter Bernstein.
SERIOUS, INTRODUCTORY LEVEL MATERIALS: Options, Futures, and Other Derivative Securities by John Hull.
Class 11:Options Pricing Models and Implied Volatility
Please read: class note 4: binomial and BS option pricing model
BKM Chapters 21&Concept check question 1 to 8, table 21.3/21.4,
Reader:
Pan, Jun (2002),”The Jump-Risk Premia Implicit in Options:Evidence from an Integrated Time-Series Study”, Journal of Financial Economics, 2002,3-50
Shleifer, Andrei and Robert W. Vishny, The limit of Arbitrage,The Journal of Finance, Vol. 52, No. 2 (March., 1997), p. 35-55
Class 12:Futures Markets
Please read: class note 4: forward, futures and other exotic derivative contracts
BKM Chapters 16,22&23
Class 13: The Fixed Income Market: Introduction
Please read: • BKM Chapter 15
Class 14:: Time Varying Interest Rates and Yield Curves
Read: BKM Chapter 15,16
Style of potential questions: Concept check questions, 1, 3, 4, 10, 26
BKM Chapter 22, Concept check question 4, 13&BKM Chapter 23
Reader:
Classe 15: Security Analysis
Reader: investment class note 5:Equity Valuation
Class 16: Active Portfolio Management
Focus:BKM Chapter 26, Concept check question question 2,3,4,5
BKM Chapter 27,Concept check question question 2,3,4,5
Reader:
Carhart, Mark M., 1997, “On Persistence in Mutual Fund Performance,” Journal of Finance 52, 57-82
Fama, Eugene F. and Kenneth R. French, 2010, "Luck versus Skill in the Cross-Section of Mutual Fund Returns" Journal of Finance 65, 1915-1947
Class 17: EVALUATING TRADING STRATEGIES AND PERFORMANCE
A. Evaluating Investment Portfolio Performance
B. Market Timing versus Selection
Reader:newpp09 and BKM ch. 24
Frazzini,Andrea, David Kabiller, and Lasse H. Pedersen(2013) "Buffett’s Alpha", NBER Working Paper 19681 ,http://www.nber.org/papers/w19681, November 2013



課程目標 Objectives

         The primary objective of this course is to provide the student with the theoretical background and analytical tools necessary to sound investment decision-making. The course will introduce active trading of financial instruments where students can learn the principles of speculative and investment trading. Discussions in this course will cover a broad range of securities and markets, including equities, debt instruments, foreign exchange, commodity markets, options, and futures contracts.
A sound investment decision requires in-depth knowledge of the financial markets, rigorous analytical thinking and precise mathematical derivation. The main objective of this class is to teach you these three elements:
Analytical Tools:Among others, an important analytical skill you should acquire from taking this class is the ability to transform a real life investment problem into an analytically tractable model. This modeling skill is an important aspect of this class, and will be emphasized throughout the course.
Quantitative Skills:Modern finance has its quantitative aspect. Powerful mathematical techniques such as optimization, dynamic programming, probability theory and statistical analysis pave the way for many complex investment problems.
In this class, you will be exposed to this quantitative aspect. You are not expected to be fluent in mathematics, but I hope to teach you the fundamentals, which are portable from one situation to another. Moreover, through 5 group assignments, you will have hands-on experiences with data collection and investment analysis, simulation, etc.
Empirical Knowledge:Essential to any investment decision is the knowledge of the investment environment. Broadly speaking, the financial instruments can be categorized into equity, debt, and derivatives. Important empirical evidence from all three types of financial markets will be examined in this class. Although I will emphasize concepts and the big picture a lot, please realize that this course involves a fair bit of algebra, notation, and basic mathematics and be prepared



授課方式 Teaching methods

         每週三小時,共15週。第二次上課時應將學員之簡歷交出並將名牌卡置於桌上明顯處。學員應上課前預習指定教材並上課時參與討論外,學員應熟習電腦軟體Spread Sheet Microsoft Excel,以便作實證研究與作業。
Class Preparation and Participation
Both class preparation and participation are important. The classroom is a great place to test and enhance your understanding of the material by asking and answering questions. It will be hard to contribute to the discussions if you are unprepared. I strongly encourage you to prepare for class in study groups. Class participation, from clarifying questions to creative and insightful comments, is greatly encouraged. Your active participation will transform this class into a great learning experience for everyone, including myself.







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

        
1.Midterm exam期中考25%
2.Final exam期末考25%
3.Homework投資實證作業與報告35%
4.Class Participation上課參與佔15%

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

        
序號作者書名出版社出版年出版地ISBN#
No.AutherTitlePublisherYear of
publish
Publisher
place
ISBN#
1Bodie, Z., Kane, A., and A.L.MarcusInvestments (11th edition)Irving2017New York0912021377
2MARK RUBINSTEINA History of the Theory of InvestmentsJohn Wiley & Sons, Inc2006New Jersey978-0-471-77056-5
3黃嘉斌譯金融投資理論史寰宇2008Taipei9789570477788
4Wesley R. Gray, Tobias E. CarlisleQuantitative Value: A Practitioner’s Guide to Automating Intelligent Investment and Eliminating Behavioral Errors,John Wiley& Sons2012New Jersey9781118328071
5韋斯利 · 格雷, 杜白 · 卡萊爾 • 譯者: 黃嘉斌計量價值的勝率寰宇2018Taipei9789868319417

彈性暨自主學習規劃 Alternative learning periods

本門課程是否有規劃實施學生彈性或自主學習內容(每1學分2小時)
Is any alternative learning periods planned for this course (with each credit corresponding to two hours of activity)?
否:教師需於「每週課程內容及預計進度」填寫18週課程進度(每1學分18小時之正課內容)。
No:The instructor will include an 18-week course plan in the weekly scheduled progress (each credit corresponds to 18 hours of instruction)
是:教師需於「每週課程內容及預計進度」填寫16週課程內容(每1學分16小時之正課內容),並於下列欄位填寫每1學分2小時學生彈性或自主學習內容。
    Yes:The instructor will include a 16-week course plan in the weekly scheduled progress (each credit corresponds to 16 hours of instruction);the details of the planned alternative learning periods are provided below (each credit corresponds to two hours of activity).

學生彈性或自主學習活動
Alternative learning periods
勾選或填寫規劃內容
Place a check in the appropriate box or provide details
時數
Number of hours
學生分組實作及討論
Group work and discussion
參與課程相關作業、作品、實驗
Participation in course-related assignments, work, or experiments
參與校內外活動(研習營、工作坊、參訪)或競賽
Participation in on- or off-campus activities (e.g., seminars, workshops, and visits) or competitions
課外閱讀
Extracurricular reading
線上數位教材學習
Learning with online digital learning materials
其他(請填寫規劃內容)
Other (please provide details)

每週課程內容及預計進度 Weekly scheduled progress

        
週次日期授課內容及主題
WeekDateContent and topic
12020/09/06~2020/09/12Class 1: Introduction to Investment
22020/09/13~2020/09/19Class 2: Securities, Random Walk on Wall Street
32020/09/20~2020/09/26Class 3: Portfolio Theory Part 1: Setting up the Problem
42020/09/27~2020/10/03Class 4: Portfolio Theory Part 2: Extensions
52020/10/04~2020/10/10Class 5: Portfolio Theory Part 3: Optimal Risky Portfolio
62020/10/11~2020/10/17Classes 6: The CAPM and APT Part 1: Theory
72020/10/18~2020/10/24Class 7: The CAPM and APT Part 2: Applications and Tests
82020/10/25~2020/10/31Classes 8 & 9: The Equity Market Cross Sectional Variation in Stock Returns
92020/11/01~2020/11/07Class 10&11: Equity Options
102020/11/08~2020/11/14期中考試
112020/11/15~2020/11/21Class 13: The Fixed Income Market
122020/11/22~2020/11/28Class 14: The Fixed Income MarketPart 2: Time Varying Interest Rates and Yield Curves
132020/11/29~2020/12/05Classe 15: Forwards, Futures & Swaps
142020/12/06~2020/12/12Class 16: Risk Management
152020/12/13~2020/12/19Class 17&18: The Credit Market
162020/12/20~2020/12/26Class 19: Security Analysis
172020/12/27~2021/01/02Class 20: Active Portfolio Management
182021/01/03~2021/01/09學期考試

課業討論時間 Office hours

         時段1 Time period 1:
時間 Time:依規定免登
地點 Office/Laboratory:依規定免登
時段2 Time period 2:
時間 Time:依規定免登
地點 Office/Laboratory:依規定免登

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

        
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.           
3.解決財務問題之能力 3. Problem solving ability in Finance.VVVVV V   V
4.溝通之能力 4. Communication skill.VVVVV V   V
5.財務管理專業知識之能力 5. Expertise in Financial management.VVVVV     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 skillsV VVV     V
2.探究與批判思考能力。 2. Inquisitive and critical thinking abilitiesVVVVV     V
3.終身學習能力。 3. Lifelong learningV   V      
4.倫理與社會責任。 4. Ethnics and social responsibility           
5.美感品味。 5. Aesthetic appreciation           
6.創造力。 6. Creativity           
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            

本課程與SDGs相關項目:The course relates to SDGs items:

         尚未建立SDGS資料

本課程校外實習資訊: This course is relevant to internship:

         本課程無註記包含校外實習

回上一頁