DCU Home | Our Courses | Loop | Registry | Library | Search DCU

Registry

Module Specifications

Archived Version 2012 - 2013

Module Title Financial Economics I
Module Code MS427
School School of Mathematical Sciences

Online Module Resources

Module Co-ordinatorMr Colm FitzgeraldOffice NumberX136
NFQ level 8 Credit Rating 7.5
Pre-requisite None
Co-requisite None
Compatibles None
Incompatibles None
Description

Students will learn how to use standard financial economic methods for investment decisions and option pricing in a discrete and continuous time setting. The methods include mean-variance portfolio theory, capital asset pricing model, arbitrage pricing theory, and pricing derivatives with binomial tree models. These topics will also be discussed from a real-world financial markets perspective Students will participate in the following learning activities: Lectures: Students will attend a series of lectures designed to cover the syllabus objectives of subject CT8 of the Institute of Actuaries (along with MS428). Tutorials: Tutorials will cover working through past exam papers and will also cover Excel skills

Learning Outcomes

1. Be able to describe, discuss and explain the topics in the Syllabus Objectives (i) - (vii) of CT8 of the Institute & Faculty of Actuaries along with performing calculations to apply the theories covered
2. Be able to discuss the relative merits of the CT8 material from a real-world financial markets and actuarial perspective



Workload Full-time hours per semester
Type Hours Description
Lecture36No Description
Tutorial12Presenting tutorial questions which have been solved by the group
Independent Study140No 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

.
Units 1 - 7 and 9 - 10 of the CT8 Core Reading of the Institute & Faculty of Actuaries:

Introduction to Financial Economics
Introduction to Financial Economics and the relationship between Economics and Financial Economics

History of Financial Economics
Discussion of the History of Financial Economics from 1900 to the present, Explanation of Background to Each Development, Discussion of Academic and Practioneers Viewpoints Towards the Theory, Discussion of Actuarial Views in relation to Financial Economics.

Utility Theory
Background, J.S. Mill, Expected Utility Theorem, Axioms and Implications, Utility Functions, Characteristics of Investors, Performing Calculations to Maximize Expected Utility, First and Second-Order and Absolute Dominance (CT8 (i))

Investment Risk
Variance of Return, Downside Semi-Variance of Return, Shortfall Probabilities, Value at Risk (VaR) and Tail VaR, Relationship Between Measures of Risk and the Investors Utility Function, Performing Calculations using the Risk Measures to Compare Investments, Discussing the Real World Application of these Measures, Influence of Distribution of Returns and Thickness of Tails (CT8 (ii))

Mean-Variance Portfolio Theory
Mean-Variance Portfolio Theory, Assumptions of the Theory, Conditions Under Which the Theory Leads to Optimum Portfolio Selection, The Benefits of Diversification, Calculating Expected Returns, Risk on a Portfolio and Covariances (CT8 (iii))

Single and Multifactor Models of Asset Returns
Multifactor Models of Asset Returns including Macroeconomic Models, Fundamental Factor Models, Statistical Factor Models, Single Factor Model, Diversifiable and non-Diversifiable Risk, Construction of Multifactor Models, Performing calculations for Single and Multifactor Models (CT8 (iv))

Capital Asset Pricing Model (CAPM) and Arbitrage Pricing Theory (APT)
Capital Asset Pricing Model (CAPM) - its Assumptions, Principal Results and Limitations, Attempts to Overcome These Limitations, Arbitrage Pricing Theory (APT) - its Assumptions, Principal Results and Limitations. Uses and Application of CAPM and APT in the Real World. Performing Calculations using CAPM. (CT8 (v))

Efficient Market Hypothesis (EMH)
Efficient Market Hypothesis (EMH) - its Three Forms and Evidence For and Against the Hypothesis, The Consequences of EMH, Applying the EMH to Real World Markets, Theories of Inefficient Markets. Actuarial and Investment Viewpoints Towards EMH (CT8 (vi))

Stochastic Models of the Behaviour of Security Prices
The Continuous Time Log-normal Model of Security Prices, Empirical Evidence For and Against the Model, Auto-regressive Models of Security Prices, Strengths, Weaknesses and Alternatives to these Models, Performing Calculations based on these Models, Discussing the Issues in Estimating the Parameters for these Models (CT8 (vii))

Introduction to the Valuation of Derivative Securities
Introduction to the Valuation of Derivative Securities, Arbitrage, Complete Markets, Greeks (Factors Affecting Option Prices), Valuing a Forward Contract, Upper and Lower Bounds for Option Prices, Put-Call Parity (CT8 (ix) 1-3)

Binominal Model
Introduction to the Binomial Model, Performing Calculations Based on a Binomial Model

Assessment Breakdown
Continuous Assessment25% Examination Weight75%
Course Work Breakdown
TypeDescription% of totalAssessment Date
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
Unavailable
Indicative Reading List

  • Edwin J. Elton, Martin J. Gruber, Stephen J. Brown, and William N. Goetzmann: 2007, Modern Portfolio Theory and Investment Analysis, 7th, John Wiley & Sons, New York,
  • John van der Hoek, Robert J. Elliott: 2006, Binomial Models in Finance, Springer, Berlin,
  • Yannick Malevergne, Didier Sornette: 2006, Extreme Financial Risks: from Dependence to Risk Management, Springer, Berlin,
  • John C. Hull: 2006, Options, Futures, and other Derivatives, Pearson Prentice Hall, Upper Saddle River,
  • Robert L. McDonald: 2005, Derivatives markets, Addison-Wesley, Boston and London,
  • Michael U. Dothan: 1990, Prices in Financial Markets, Oxford University Press, New York,
Other Resources

None
Programme or List of Programmes
ACMBSc Actuarial Mathematics
BSSAStudy Abroad (DCU Business School)
BSSAOStudy Abroad (DCU Business School)
ECSAStudy Abroad (Engineering & Computing)
ECSAOStudy Abroad (Engineering & Computing)
FIMB.Sc. Financial Mathematics
FMBSc in Financial & Actuarial Mathematics
HMSAStudy Abroad (Humanities & Soc Science)
HMSAOStudy Abroad (Humanities & Soc Science)
SHSAStudy Abroad (Science & Health)
SHSAOStudy Abroad (Science & Health)
SMPSCSingle Module Professional Science
Archives: