Publications

[9] Q. Berger, J. Poisat, On the critical curve of the pinning and copolymer models in correlated Gaussian environment, arXiv:1404.5939 [math.PR]

[8] Q. Berger, Pinning model in random correlated environment: appearance of an infinite disorder regime, Journal of Statistical Physics, Vol. 155, Issue 3 (2014), 544-570 (link). arXiv:1303.2990 [math.PR]

[7] Q. Berger, F. Caravenna, J. Poisat, R. Sun, N. Zygouras, The critical curve of the random pinning and copolymer models at weak coupling, Commun. Math. Phys., Vol 326, Issue 2 (2014) 507-530 (link). arXiv:1301.5308v1 [math.PR]

[6] Q. Berger, Comments on the influence of disorder for pinning model in Gaussian correlated environment, ALEA, Lat. Am. J. Probab. Math. Stat. X (2), (2013) 953–977 (link). arXiv:1301.5307v1 [math-ph]

[5] Q. Berger, Ph.D. thesis, Polymères en milieu aléatoire: influence d'un désordre corrélé sur le phénomène de localisation,
École Normale Supérieure de Lyon, 2012, (available online)

[4] Q. Berger, F. ToninelliHierachical pinning model in correlated random environment, 
Annales de l'Institut Henri Poincaré  Vol. 48 Num. 3 (2013) 781-816 (link). arXiv:1110.5781v1 [math.PR]

[3] Q. Berger, H. LacoinSharp critical behavior for random pinning model with correlated environment, 
Stochastic Processes and their Applications, 122 Num. 4 (2012) 1397-1436 (link). arXiv:1104.4969v1 [math.PR]

[2] Q. Berger, H. LacoinThe effect of disorder on the free-energy for the Random Walk Pinning Model: smoothing of the phase transition and low temperature asymptotics, 
Journal of Statistical Physics 42 (2011) 322-341 (link). arXiv:1007.5162v1 [math-ph]

[1] Q. Berger, F. ToninelliOn the critical point of the Random Walk Pinning Model in dimension d=3, 
Electronic journal of probability 15 (2010) 654-683 (link). arXiv:0911.1661v2 [math.PR]

  • Quentin Berger
  • USC, Department of Mathematics
  • 3620 S. Vermont Ave, KAP 108
  • Los Angeles, California 90089-2532