This seminar will be related but independent of the course "Random
walks in random environment" that I am giving in the same term.

Below I give a preliminary list of articles that would be studied during this seminar:

- E. Baur. An invariance principle for a class of ballistic random walk in random environment in Z^d. arXiv:1408.1690
- E. Baur and E. Bolthausen. Exits laws from large balls of (an)isotropic random walks in random environment. arXiv:1309.3169
- N. Berger. Y. Peres. Detecting the trail of a random walker in a random scenary. Electr. J. Probab. 18, no. 87 (2013).
- N. Berger, M. Cohen and R. Rosenthal. Local limit theorem and equivalence of dynamic and static points of view for certain ballistic random walks in i.i.d environments. arXiv:1405.6819
- F. Comets and V. L. Nguyen.
Localization in log-gamma polymers with boundaries.
arXiv:1409.5754.

- A. Fribergh and D. Klous. Local trapping for elliptic random walks in random environment in Z^d.arXiv:1404.2060
- C. Sabot. Random Dirichlet environment viewed from the
particle in dimension d>=3. Ann. Probab. 41, no. 2, 722-743
(2013).

- A. Yilmaz. Large deviations for random walk in a space-time product environment. Ann. Probab. 37, no. 1, 189-205 (2009).
- A. Yilmaz. Equality of averaged and quenched large
deviations for random walks in random environment in
dimensions four and higher. Probab. Theory Related Fields 149,
no. 3-4, 463-491 (2011).