Phase transitions in complex systems

Computational Science

13Dec2017 12:00 - 13:00

PhD defence ceremony

Information geometry is rapidly becoming an integral part of complexity science. Its combination of statistics and geometry can potentially serve as the mathematical language needed to create a complete theory of complex systems. Omri Har Shemesh uses tools taken from the field of information geometry to study phase transitions in complex systems.

O. Har Shemesh: Phase Transitions in Complex Systems. An Information Geometric Approach.


Prof. P.M.A. Sloot

Prof. A.G. Hoekstra


Dr R. Quax


  • Agnietenkapel

    Oudezijds Voorburgwal 229 - 231 | 1012 EZ Amsterdam
    +31 (0)20 525 2362

    Go to detailpage


This event is open to the public.

Published by  University of Amsterdam