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Course Name:
The Quantitative Modeling of Intentional Investment |
Total credits: 3¡@¡@ Weekly classroom hours: 3 |
Department:
BA
Class Room: |
Is this course a semester Course?¡@Yes elective
Course? Yes |
Week |
Unit |
Points to be covered |
1 |
09/18 |
Syllabus |
2 |
09/25 |
National
Holiday
(No Class) |
3 |
10/02 |
Discrete Pricing Models
(I) 1. Discrete Multi-period Models 2. Binomial Trees |
4 |
10/09 |
Discrete Pricing Models
(II) 1.Risk Neutral Measures 2. Discrete Martingales |
5 |
10/16 |
Continuous Stochastic
Calculus (I) 1. Wiener Process (Brownian Motion) 2. Ito Integral and Ito Formula 3. Girsanov Formula |
6 |
10/23 |
Continuous Stochastic
Calculus (II) 1. Continuous Time Martingales 2. Martingale Representation Theorem 3. Ito Processes and PDEs |
7 |
10/30 |
Black--Scholes Theory
(I) 1. Arbitrage Pricing 2. Black--Scholes Formulae |
8 |
11/06 |
Black--Scholes Theory
(II) 1.Risk Neutral Measures 2. Numeraire Invariance 3. Market Completeness |
9 |
11/13 |
Extensions of the Black-Sholes
theory
1. Barrier Options 2. Currency Options |
10 |
11/20 |
Mid-Term Paper (No Class) |
11 |
11/27 |
Stochastic Processes and Applications (1) |
12 |
12/04 |
Stochastic Processes and Applications(2) |
13 |
12/11 |
Stochastic Processesand Applications (3) |
14 |
12/18 |
Real Options
Approach (1) Paper Reading: International Business Fields To be announced |
15 |
12/25 |
Real Options
Approach (2) Paper Reading: International Business Fields To be announced |
16 |
01/01 |
National
Holiday
(No Class) |
17 |
01/08 |
Game Options
Approach Paper Reading: International Business Fields To be announced |
18 |
01/15 |
Final Paper (No Class) |
ªþµù:
¥»½Òµ{°Ñ¦Ò Professor Steve Lalley ºô¶¤º®e,¬ÛÃö¤º®e§¡¬°±Ð¾Ç¬ã¨s¤§¥Î,¶È¦¹PÁÂ.
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http://galton.uchicago.edu/~lalley/Courses/390/index.html
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Professor Steve Lalley
E-mail:
lalley@galton.uchicago.edu
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ªþµù: ¥»½Òµ{°Ñ¦Ò Professor Marco Antonio Guimarães Dias ºô¶¤º®e,¬ÛÃö¤º®e§¡¬°±Ð¾Ç¬ã¨s¤§¥Î,¶È¦¹PÁÂ.
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http://www.puc-rio.br/marco.ind/
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2.¦¹µ¥¬ã¨s¤èªk¤§ ½×¤å¬ãŪ(°ê»Ú§ë¸êµ¥¬ÛÃöijÃD)
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Recommended Books:
S. Neftci . Introduction to the Mathematics of Financial Derivatives
J. C. Hull . Options, Futures, and Other Derivatives
Darrell Duffie (1996). Dynamic Asset Pricing Theory (2nd or later edition). Princeton U. Press.
J. M. Steele . Stochastic Calculus and Financial Applications
P. Billingsley . Probability and Measure
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µû¤À¼Ð·Ç:
½Ò°ó³ø§i 40%
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Office Hours:
¬P´Á¥|¤¤¤È9:00-12:00
Research Room:
¦@B322/ Phone: 8633051 or ¤º½u3051
e-mail:
web site: