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ADVANCED FINANCE
| Lecturer(s) | UEMATSU, SHUNICHIRO |
|---|---|
| Credit(s) | 2 |
| Academic Year/Semester | 2024 Spring |
| Day/Period | Sat.2 |
| Campus | Mita |
| Class Format | Face-to-face classes (conducted mainly in-person) |
| Registration Number | 89353 |
| Faculty/Graduate School | ECONOMICS |
| Department/Major | ECONOMICS PEARL COURSE |
| Year Level | 3, 4 |
| Field | MAJOR SUBJECTS PCP (MAJOR SUBJECT SEQUENCE 2) |
| Grade Type | This item will appear when you log in (Keio ID required). |
| Course Description | Covers a fixed-income analysis and an option pricing theory.We start from basic concepts of finance and then go into bond pricing, duration analysis and immunization.Next, we deal with various derivative products and then discuss in detail option pricing problems by using binomial lattice models.Finally, we derive the Black-Scholes option pricing formulas and discuss additional related topics. |
| K-Number | FEC-EC-35343-212-07 |
| Course Administrator | Faculty/Graduate School | FEC | ECONOMICS |
|---|---|---|---|
| Department/Major | EC | ECONOMICS | |
| Main Course Number | Level | 3 | Third-year level coursework |
| Major Classification | 5 | Major Subjects Course- Advanced Course | |
| Minor Classification | 34 | Other - PCP | |
| Subject Type | 3 | Elective subject | |
| Supplemental Course Information | Class Classification | 2 | Lecture |
| Class Format | 1 | Face-to-face classes (conducted mainly in-person) | |
| Language of Instruction | 2 | English | |
| Academic Discipline | 07 | Economics, business administration, and related fields | |
Course Contents/Objectives/Teaching Method/Intended Learning Outcome
Non-PCP students can also register for this class.
This course covers a fixed-income analysis and an option pricing theory. We start from basic concepts of finance and then go into bond pricing, duration analysis and immunization. Next, we deal with various derivative products and then discuss in detail option pricing problems by using binomial lattice models. Finally, we derive the Black-Scholes option pricing formulas and discuss additional related topics.
As prerequisites, students are expected to be familiar with introductory calculus and basic probability theory.
This course covers a fixed-income analysis and an option pricing theory. We start from basic concepts of finance and then go into bond pricing, duration analysis and immunization. Next, we deal with various derivative products and then discuss in detail option pricing problems by using binomial lattice models. Finally, we derive the Black-Scholes option pricing formulas and discuss additional related topics.
As prerequisites, students are expected to be familiar with introductory calculus and basic probability theory.
Active Learning MethodsDescription
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Preparatory Study
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Course Plan
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Method of Evaluation
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Textbooks
Luenberger, David G. Investment Science. 2nd ed. Oxford University Press, 2013.
Reference Books
Hull, John C. Options, Futures and Other Derivatives. 11th ed. Pearson, 2021.
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