• Balazs Rath, Artem Sapozhnikov: The effect of small quenched noise on connectivity properties of random interlacements
  (submitted) arXived version
  

• Carlos Hoppen, Yoshiharu Kohayakawa, Carlos Gustavo Moreira, Balazs Rath, Rudini Menezes Sampaio: Limits of permutation sequences
  (submitted) arXived version
  

• Balazs Rath, Artem Sapozhnikov: On the transience of random interlacements
  Electronic Communications in Probability 16: 379-391, 2011. arXived version
  

• Balazs Rath, Artem Sapozhnikov: Connectivity properties of random interlacement and intersection of random walks
  (accepted for publication at Latin American Journal of Probability and Mathematical Statistics) arXived version
  

• Balazs Rath, Laszlo Szakacs: Multigraph limit of the dense configuration model and the preferential attachment graph
  (accepted for publication at Acta Mathematica Hungarica) arXived version
  

• Balazs Rath: Time evolution of dense multigraph limits under edge-conservative preferential attachment dynamics
  (accepted for publication at Random Structures and Algorithms) arXived version
  

• Istvan Kolossvary and Balazs Rath: Multigraph limits and exchangeability
  Acta Math. Hun. vol. 130, no. 1-2, pp. 1-34, 2011. arXived version
  

• Balazs Rath: Mean field frozen percolation
  Journal of Statistical Physics vol. 137, no. 3, pp. 459-499, 2009. arXived version
  

• Balazs Rath and Balint Toth: Erdos-Renyi Random graphs + forest fires = Self-Organized Criticality
  Electronic Journal of Probability 14:1290-1327, 2009 pdf
  

• Balazs Rath and Balint Toth: Triangle percolation in mean field random graphs -- with PDE
  Journal of Statistical Physics vol. 131, no. 3, pp. 385-391, 2008. arXived version
  

• Balint Felszeghy, Balazs Rath and Lajos Ronyai: The lex game and some applications.
  J. Symbolic Computation 41:663-681, 2006. pdf
  

MSc, PhD theses:

• Balazs Rath: Conformal invariance of critical percolation on the triangular lattice.
  (MSc thesis, supervisor: Balint Toth) 2005. pdf
  

• Balazs Rath: Asymptotic behavior of random graphs evolving in time
  (PhD thesis, supervisor: Balint Toth) 2010. pdf (forest fire + frozen percolation + edge reconnecting model, with many sketch proofs)