Special Session 123: 

Scaling limits for Wiener sausages in random environments

Chien-Hao Huang
National Taiwan University
Taiwan
Co-Author(s):    
Abstract:
A d-dimensional random walk gathers random energy on lattice. The walk gains energy only on their visit to the site. In the continuum and weak disorder regime, the partition function of our model as a random variable converges weakly to a Wiener Chaos expansion for dimension less than 4.