| 概要 | We consider a continuous time random walk on the lattice
 in an environment of random conductances,  .
The law of the environment is assumed to be ergodic with respect to
space shifts with  . In this
talk, I will explain how a quenched invariance principle can be
established under suitable moment conditions. A key ingredient in the
proof is to establish the sub-linearity of the corrector by means of
Moser's iteration scheme.
This is joint work with Sebastian Andres (Univ. Bonn) and Martin
Slowik (TU Berlin). |