|
|
|
Description
|
Students will learn how to use standard financial economic methods for investment decisions and option pricing in a continuous time setting. The methods include Black-Scholes option pricing, alternative asset pricing models, and interest rate models. Additionally, this know-how and skills module gives an introduction to credit risk models.Students will participate in the following learning activities:Lectures: Students will attend a series of lectures designed to introduce learners to the mathematical principles and techniques that underpin this module.Tutorials: Students will cover past exam papers and solutions along with examination answering techniques
|
|
Learning Outcomes |
1. Be able to describe, discuss and explain the topics in subject CT8 of the Institute of Actuaries along with performing basic calculations to apply the theories covered 2. Be able to discuss the relative merits of the CT8 material from a real-world financial markets perspective
|
|
|
| Workload |
Full-time hours per semester |
| Type |
Hours |
Description |
| Lecture | 36 | No Description | | Tutorial | 12 | Presenting tutorial questions which have been solved by the group | | Independent learning time | 140 | No Description | | Total Workload: 188 |
All module information is indicative and subject to change. For further information,students are advised to refer to the University's Marks and Standards and Programme Specific Regulations at: http://www.dcu.ie/registry/examinations/index.shtml
|
|
Indicative Content and Learning Activities
|
Financial Economics. Units 8 and 10 to 15 of the Core Reading of the Institute of Actuaries.
|
| Assessment Breakdown | | Continuous Assessment | 25% | Examination Weight | 75% |
| Course Work Breakdown |
| Type | Description | % of total | Assessment Date |
| Group project | Carrying out financial economics calculations in MS Excel and to producing an associated discussion in Word in a professional format | 25% | Sem 2 End |
| Reassessment Requirement |
Resit arrangements are explained by the following categories;
1 = A resit is available for all components of the module
2 = No resit is available for 100% continuous assessment module
3 = No resit is available for the continuous assessment component |
| This module is category 3 |
|
|
Indicative Reading List
|
- Ralf Korn and Elke Korn: 2001, Option Pricing and Portfolio Optimisation – Modern Methods of Financial Mathematics, AMS,
- Riccardo Rebonato: 2004, Volatility and Correlation: the Perfect Hedger and the Fox, John Wiley & Sons, Chichester,
- John C. Hull: 2006, Options, Futures, and other Derivatives, 6th, Pearson Prentice Hall, Upper Saddle River,
- Tomas Björk: 2004, Arbitrage Theory in Continuous Time, 2nd, Oxford University Press, Oxford,
- Desmond J. Higham: 2004, An Introduction to Financial Option Valuation, Cambridge University Press, Cambridge,
- Kerry Back: 2005, A Course in Derivative Securities, Springer, Berlin,
- Jim Gatheral: 2006, The Volatility Surface: A Practitioner's Guide, John Wiley & Sons, Hoboken, New Jersey,
|
|
Other Resources
|
|
None |
|
Array |
|
Programme or List of Programmes
|
| ACM | BSc Actuarial Mathematics |
| BSSA | Study Abroad (DCU Business School) |
| BSSAO | Study Abroad (DCU Business School) |
| ECSA | Study Abroad (Engineering & Computing) |
| ECSAO | Study Abroad (Engineering & Computing) |
| FM | BSc in Financial & Actuarial Mathematics |
| HMSA | Study Abroad (Humanities & Soc Science) |
| HMSAO | Study Abroad (Humanities & Soc Science) |
| MS | BSc in Mathematical Sciences |
| SHSA | Study Abroad (Science & Health) |
| SHSAO | Study Abroad (Science & Health) |
| Timetable this semester: Timetable for MS428 |
| Date of Last Revision | 17-APR-12 |
| Archives: | |