Publication output of ERC grant 208417-NCIRW (Non-classical interacting random walks):

The following two PhD theses (Dr. rer. nat.) were fully supported by ERC grant 208417-NCIRW:
  • Johannes Rueß. Lyapunov Exponents of Brownian Motion in Stationary and Ergodic Potential (2014). The thesis includes:
  • Elisabeth Bauernschubert. Branching processes in random environments with migration and excited random walks (2015). The thesis includes:
  • In addition, the following publications were partially supported by ERC grant 208417-NCIRW.

  • (E. Kosygina, M. Zerner) A zero-one law for recurrence and transience of frog processes. Preprint (pdf)
  • (E. Kosygina, M. Zerner) Excursions of excited random walks on integers.
    Electr. J. Prob. (2014) vol. 19, paper no. 25, pp. 1-25
  • (E. Kosygina, M. Zerner) Excited random walks: results, methods, open problems.
    Bull. Inst. Math. Acad. Sin. (N.S.) (2013) 8 no. 1, 105-157 (in a special issue in honor of S.R.S. Varadhan's 70th birthday) PDF
  • (E. Kosygina, T. Mountford, M. Zerner) Lyapunov exponents of Green's functions for random potentials tending to zero.
    Probab. Theory Related Fields (2011) 150 no. 1-2, pp. 43-59. (The final publication is available at www.springerlink.com. ) PDF

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