Erwin Bolthausen: On the Edward's model and its relations with weakly self-avoiding walks
Time: Tue 2014-12-02 14.00 - 14.55
Location: Institut Mittag-Leffler, Auravägen 17, Djursholm
Participating: Erwin Bolthausen, University of Zurich, UZH
The Edward's model is a continuous time version of the weakly self-avoiding random walk. We review some known results, and present a new one concerning the relation with the discrete time version.