Financial Markets and Investments (FMI)
Área
AC Gestão > UC Mestrados
Activa nos planos curriculares
Matemática Aplicada à Economia e à Gestão > Matemática Aplicada à Economia e à Gestão > 3º Ciclo > Unidades Curriculares Optativas > Optativas 1 > Financial Markets and Investments
Finance > Finance > 2º Ciclo > Unidades Curriculares Obrigatórias > Financial Markets and Investments
Nível
2º Ciclo (M)
Tipo
Estruturante
Regime
Semestral
Carga Horária
Aula Teórica (T): 0.0 h/semana
Aula TeoricoPrática (TP): 3.0 h/semana
Trabalho Autónomo: 129.0 h/semestre
Créditos ECTS: 6.0
Objectivos
This course starts with an overview on financial markets and their instruments, and then goes towards combinations of alternative investments and portfolio theory. On what concerns portfolio theory, it covers the standard Modern Portfolio Theory (MPT), at a relatively high mathematical level, in accordance with the Faculty and Institute of Actuaries CT8 module requirements.
Investor profiling and choice of optimal portfolios are analysed under the classical expected utility theory (EUT) setup. Stochastic dominance and alternative risk measures are presented. The role of factor models is discussed and the two main types of equilibrium models ? CAPM and APT ? are derived and analysed.
The course finishes discussing the limitations of the classical EUT setup and with an brief introduction into behavioural issues and prospect theory.
Programa
-Financial markets and their instruments
-Definitions of risk and return
-Two asset portfolios
-The notion of efficient portfolios
-Various market conditions: existence (or not) of a risk-free asset, possibility (or not) of (un)constrained short selling
-Finding the efficient frontier
-Factor models: single and multi-factor models
-Utility theory and deriving investor?s utility function
-Expected utility theory (EUT) and optimal portfolios
-Stochastic Dominance
-Risk Measures
-Equilibrium models: capital asset pricing model (CAPM), arbitrage pricing theory (APT)
-Market efficiency and rationality
-Behavioural issues and alternatives to EUT
Metodologia de avaliação
Final exam (80% = written exam 50% + computer exam 30%) + Group Assignment (20%)
Bibliografia
Principal
Introductionto Mathematical Portfolio Theory
Joshi, M.S.,& Paterson,J.M
2013
Cambridge University
Secundária
Modern portfolio theory and investment analysis
Elton, E.J.,Gruber, M.J.,Brown, S.J.,&Goetzmann, W.N.
2014
John Wiley & Sons, 9th edition