Asset Class Equity

Brief description

· Most common products in this asset class;
· Indices and benchmarks for this asset class;
· Active vs. passive strategies and replication of benchmarks;
· Applying Python for as many topics as possible mentioned here
· Performance measures for this asset class;
· Factor models; market beta, size factor, value factor, momentum factor, CAPM,
· Multi-Factor models, Fama-French, Factor benchmarks and style analysis,
· Smart beta, types of factors
· Naive vs. Scientific diversification,
· Computation of the statistical return distribution and of statistical characteristic numbers for an equity portfolio;
· Selection and optimisation for an equity portfolio:
· Performance and attribution analysis of an equity portfolio
· Company valuation: different methodologies with intrinsic vs. relative valuation

Mode of delivery

face to face

Type

compulsory

Planned learning activities and teaching methods

Interactive teaching (lecture and discussion)

Assessment methods and criteria

Assessment consist of a 30-point quantitative project and a 70-point written final exam conducted in a pen-and-paper format.

Prerequisites and co-requisites

Courses of the 1st semester

Infos

Degree programme

Quantitative Asset and Risk Management (Master)

Cycle

Master

ECTS Credits

2.00

Language of instruction

English

Curriculum

Part-Time

Academic year

2025

Semester

2 SS

Incoming

Yes

Learning outcome

After the successful completion of the course, students are able to characterise the asset class equity, lay out the risks associated with this asset class and know the most efficient way of investing in this asset class. They are capable of programming in Python return and distribution metrics as well as other risk metrics. In addition, students are able to calculate portfolios based on the CAPM and Fama-French while they also have the ability to conduct performance and attribution analyses for equities in Python. Finally students are in the position to value companies with different methodologies, especially intrinsic and relative valuations.

Course code

0613-09-01-BB-EN-15