In this course you will cover the basic theory of multivariate data analysis and of statistical methods in data science. You will focus on the most relevant multivariate techniques, as well as their application to econometric data in computer lab sessions. We will introduce you to Python, NumPy and pandas, data scraping, cleaning and wrangling.

In this course you will study the microeconomic theory of perfect and imperfect competition. Learn under what conditions markets perform well as a means to organise economic activity (and under what conditions they do not).

In this course you will gain a deep understanding of econometric theory, practice and inference. You will learn how to apply advanced econometric techniques in practice, extend available methods for particular applications and how to implement them in a matrix programming environment. Also you will learn to understand and derive their statistical properties.

In this course, you learn the basic principles of asset pricing and risk mitigation on a market consistent basis. The underlying principle for this course is the notion that the market consistent value of an insurance or pension contract is based on the market value of the best possible replicating portfolio plus a possible add-on for the remaining (unhedgeable) residual risk. Therefore we provide you with an introduction to mathematical techniques which can be used in complete markets, such as those for equity and interest derivatives.

In this course you will build upon the general knowledge you acquired in Advanced Econometrics 1. You will gain a deep understanding of econometric theory, acquire the technical skills to conduct inference and be able to implement these techniques using software like MATLAB, R or Python.

In this course, you learn about linear time series analysis, volatility models, value at risk, VAR models and co-integration, multivariate volatility and correlation models, high-frequency data and realized variance. You will apply your knowledge to empirical data using Python and R.

In this course, you learn the elements of probability theory, stochastic processes and stochastic calculus relevant in the analysis of financial derivatives. You focus on the mathematical concepts and techniques and to a lesser extent on their application in pricing and hedging derivatives.

Choose 1 out of 2 electives.

Choose 1 out of 7 electives.

The academic programme culminates in a thesis, which allows you to engage with state-of-the-art data analysis and statistical techniques. The Master’s thesis is the final requirement for your graduation. It is your chance to dive deep into a topic in your field of choice (track) that you are enthusiastic about, and allows you to do an independent research project. A professor of your track will supervise and support you in writing your thesis.