A lecture on

Risk Management for Financial Institutions

was offered in the winter term 2001/2002 at Humboldt-University. (Die Vorlesung heißt "Risikomanagement für Banken" im Vorlesungsverzeichnis.)

time 14.15-15.45h, every Tuesday
location Dorotheenstr. 24 (Hegelplatz), room 111

Aim

The lecture describes the mathematical and computational aspects of risk management in banks. It tries to

Here is a preliminary reading list.

Mathematical reasoning is presented on the blackboard, economic reasoning and facts on the overhead projector. The slides are available from here:

(last updated: October 17, 2002.)

Schedule

  date topic
1 30.10.2001 1. The Need for Risk Management
2 06.11.2001 2. Overview and Taxonomy
3. VaR and TCE
3 13.11.2001 3. VaR and TCE
5. Delta-Gamma-Normal Models: General Properties
4 20.11.2001 4. Delta-Gamma-Normal Models: General Properties
5. Delta-Gamma-Normal Models: Fourier-Inversion
5 27.11.2001 5. Delta-Gamma-Normal Models: Fourier-Inversion
6 11.12.2001 5. Delta-Gamma-Normal Models: Fourier-Inversion
6. Delta-Gamma-Normal Models: Cornish-Fisher Approximation
7 08.01.2002 6. Delta-Gamma-Normal Models: Cornish-Fisher Approximation
8 22.01.2002 7. Delta-Gamma-Normal Models: Saddle-Point Approximations
8. Delta-Gamma-Normal Models: Other Approximations
9 29.01.2002 B. Monte-Carlo Simulation
10 12.02.2002 B. Monte-Carlo Simulation

last reviewed: October 17, 2002, Stefan Jaschke