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Plenarvorträge - DPG-Tagungen

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Symposium Fat-Tail Distributions - Applications from Physics to Finance Tagesübersichten<br />

FAT-TAIL DISTRIBUTIONS - APPLICATIONS FROM PHYSICS TO FINANCE (SYFT)<br />

Prof. Dr. Wolfgang Paul<br />

Institut für Physik<br />

Johannes Gutenberg Universität<br />

55099 Mainz<br />

PD Dr. Bernd Rosenow<br />

Institut für Theoretische Physik<br />

Universität zu Köln<br />

Zülpicher Str. 77<br />

50937 Köln<br />

E-Mail: wolfgang.paul@uni-mainz.de rosenow@thp.uni-koeln.de<br />

Since the pioneering work of Bachelier and Einstein at the beginning of the 20th century Gaussian fluctuations and Brownian<br />

motion have been pervasive in physics as well as in financial theory. Itô not only mathematically formalized the concept of<br />

Brownian motion but in 1944 also introduced geometric Brownian motion which still is the accepted model for stock-price<br />

dynamics in applied finance. Mandelbrot in 1963 realized that actual data on price dynamics might be better described by<br />

fat-tailed Lévy distributions than by the log-normal distribution of geometric Brownian motion, although today we would<br />

rather use a truncated Lévy distribution or a power law with exponent outside the Lévy regime for the tail of the distribution.<br />

In the last 15 years many physicists have found applications of Lévy stable distributions in ”classical”physics areas as well as<br />

in socio-economic areas and it is therefore timely to bring together researchers from statistical physics as well as the physics<br />

of socio-economic phenomena for a symposium on the applications of non-Gaussian fluctuations.<br />

Hauptvorträge<br />

SYFT 1.1 Do 09:30 (H1) Fat Tail Statistics and Beyond, Joachim Peinke<br />

SYFT 1.2 Do 10:00 (H1) Use and Abuse of Ito vs. non-Ito Stochastic Calculus, Peter Hänggi<br />

SYFT 1.3 Do 10:30 (H1) Non-Gaussian option pricing, Hagen Kleinert<br />

SYFT 2.1 Do 11:30 (H1) Credit Risk in Banking - Methods, Problems, Implications,<br />

Axel Müller-Groeling, Jan-Hendrik Schmidt<br />

SYFT 2.2 Do 12:00 (H1) Understanding large fluctuations in stock market activity using methods<br />

of statistical physics, H. Eugene Stanley<br />

Fachsitzungen<br />

SYFT 1 Fat-Tail Distributions - Applications from Physics to<br />

Finance<br />

SYFT 2 Fat-Tail Distributions - Applications from Physics to<br />

Finance<br />

SYFT 3 Fat-Tail Distributions - Applications from Physics to<br />

Finance<br />

Do 09:30–11:00 H1 SYFT 1.1–1.3<br />

Do 11:30–13:00 H1 SYFT 2.1–2.4<br />

Mo 16:00–18:00 Poster D SYFT 3.1–3.3

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