PUBLICATIONS


    1. Branching processes in correlated random environment  
      (avec X. Chen)  ArXiv
      Electronic Communications in Probability, (2019), Vol. 24, No 71, 1--13.

    2. Empirical processes for recurrent and transient random walks in random scenery  
      (avec M. Wendler et F. PèneArXiv
      ESAIM: Probability and Statistics, (2020), Vol. 24, 127--137.

    3. Random walks and branching processes in correlated Gaussian environment  
      (avec F. Aurzada , A. Devulder et F. PèneArXiv
      Journal of Statistical Physics, (2017), Vol. 166, No 1, 1--23.

    4. Persistence exponent for stationary increment processes  
      (avec F. Aurzada et F. PèneVersion publiée
      Stochastic Processes and Their Applications, (2018), Vol. 128, No 5, 1750--1771.

    5. Persistence exponent for random processes in Brownian scenery  
      (avec F. Castell et F. Watbled)  Version publiée
      ALEA, Lat. Am. J. Probab. Math. Stat., (2016), Vol. 13, 79--94.

    6. A combinatorial approach to a model of constrained random walkers  
      (avec T. Espinasse et P. Nadeau Version publiée
      Combinatorics, Probability and Computing, (2016), Vol. 25, No 2, 222--235.

    7. The quenched limiting distributions of a charged-polymer model  
      (avec R. S. Dos Santos)  hal
      Annales de l'Institut Henri Poincaré - Probabilités et Statistiques, (2016), Vol. 2, No 2, 703--725.

    8. Central limit theorems for open quantum random walks and quantum measurement records  
      (avec S. Attal , C. Sabot pdf
      Annales Henri Poincaré , (2015), Vol. 16, No 1, 15--43.

    9. On the local time of random processes in random scenery  
      (avec F. Castell , Br. Schapira et F. Pène
      Annals of Probability, (2014), Vol. 42, No 6, 2417--2453. pdf

    10. A quenched central limit theorem for planar random walks in random sceneries  
      (avec J. Poisat et R. S. Dos Santos)  hal
      Electronic Communications in Probability (2014), Vol. 19, No 3, 1--9.

    11. The quenched limiting distributions of a one-dimensional random walk in random scenery  
      (avec Y. Hu et Br. Schapira hal
      Electronic Communications in Probability (2013), Vol. 18, No 85, 1--7.

    12. On the one-sided exit problem for stable processes in random scenery  
      (avec F. Castell , Br. Schapira et F. Pènehal
      Electronic Communications in Probability (2013), Vol. 18, No 33, 1--7.

    13. Quenched central limit theorems for random walks in random scenery  
      (avec J. Poisat pdf
      Stochastic Processes and Their Applications (2013), Vol. 123, No 4, 1348--1367.

    14. Limit theorems for one and two-dimensional random walks in random scenery  
      (avec F. Castell et F. Pène
      Annales de l'Institut Henri Poincaré - Probabilités et Statistiques (2013), Vol. 49, No 2, 506--528. pdf

    15. Renewal theorems for random walks in random scenery  
      (avec F. Pène
      Electronic Journal of Probability (2012), Vol. 17, No 78, 1--22. pdf

    16. A local limit theorem for random walks in random scenery and on randomly oriented lattices 
      (avec F. Castell , Br. Schapira et F. Pène
      Annals of Probability (2011), Vol. 39, No 6, 2079--2118. pdf

    17. On the local time of random walks associated with Gegenbauer polynomials  
      Journal of Theoretical Probability (2011), Vol. 24, No 4, 1157--1169. pdf

    18. Probabilistic analysis of the k-server problem on the circle   (avec A. Anagnostopoulos , C. Dombry , I. Kontoyiannis et E. Upfal pdf
      Proc. of the 21st International Meeting on Probabilistic, Combinatorial and Asymptotic Methods for the Analysis of Algorithms (AofA 2010), Vienna, Austria, 2010.

    19. Limit theorem for random walk in weakly dependent random scenery (avec C. Prieur
      Annales de l'Institut Henri Poincaré - Probabilités et Statistiques (2010), Vol. 46, No 4, 1178--1194. pdf

    20. Central limit theorem for sampled sums of dependent random variables  (avec C. Prieur
      ESAIM: Probability and Statistics (2010), Vol. 14, 299--314 pdf

    21. A functional approach for random walks in random sceneries   (avec C. Dombry
      Electronic Journal of Probability (2009), Vol. 14, No 50, 1495--1512 . pdf

    22. The Curie-Weiss model with dynamical external field (avec C. Dombry)   
      Markov Processes and Related Fields (2009), Vol. 15, 1--30. pdf

    23. Statistical properties of the Pauli matrices going through noisy channels  (avec S. Attal) 
      Séminaire de Probabilités XLII (2009), Springer L.N.M., Vol. 1979. pdf

    24. Discrete approximation of a  stable  self-similar stationary  increments  process  (avec C. Dombry)
      Bernoulli (2009), Vol. 15, No 1, 195--222. pdf

    25. A functional limit theorem for a 2d- random walk with dependent marginals  (avec A. Le Ny) 
      Electronic Communications in Probability (2008), Vol. 13, 337--351. pdf

    26. Dynamic quantum Bernoulli random walks  (avec R. Schott )
      Infinite Dimensional Analysis, Quantum Probability and Related Topics (2008), Vol. 11, No 2, 213--229. pdf

    27. On the spectrum of multivariable weighted composition operators (avec I. Chalendar, A. Flattot)
      Archiv der Mathematik (2008), Vol. 90, No 4, 353--359.

    28. Transient random walks on 2d-oriented lattices (avec A. Le Ny)
      Theory of Probability and Its Applications (TVP) (2007), Vol. 52, No 4, 815--826.

    29. Dynamic random walks: Theory and Applications (avec R. Schott )
      Livre (280 pages). Editeur: Elsevier (2006) [Contenu].

    30. Dynamic Random Walks on Heisenberg Groups (avec R. Schott )
      Journal of Theoretical Probability (2006), Vol. 19, No 2,  377--395.

    31. Data Structures with Dynamical Random Transitions (avec C. Dombry, B. Pincon et  R. Schott)
      Random Structures and Algorithms (2006),  Vol. 28,  No 4,  403--426.

    32. Limit theorems for U-statistics indexed by a one-dimensional random walk (avec V. Ladret)
      ESAIM: Probability and Statistics (2005), Vol. 9, 98--115.

    33. Gillis'random walks on graphs.
      Journal of Applied Probability (2005), Vol. 42, No. 1, 295--301.

    34. Sur la convergence faible des systèmes dynamiques échantillonnés.
      Annales de l'Institut Fourier (2004), Vol. 54, No 1, 255--278.

    35. Limit theorems for sampled dynamical systems (avec D. Schneider ).
      Stochastics and Dynamics (2003), Vol. 3, No 4, 477--497.

    36. Central limit theorems for the products of random matrices sampled by a random walk (avec F. Duheille)
      Electronic Communications in Probability (2003), Vol. 8, No 5, 43--50.

    37. Ergodic theorems for dynamic random walks (avec D. Schneider )
      Mathematical Inequalities and Applications (2003), Vol. 6, No 1, 177--195.

    38. Distributed algorithms with dynamical random transitions (avec R. Schott ).
      Random Structures and Algorithms (2002), Vol. 21, No 3-4, 371--396.

    39. Functional limit theorems for U-statistics indexed by a random walk (avec P. Cabus).
      Stochastic Processes and their Applications (2002), Vol. 101, No 1, 143--160.

    40. Large Deviations for a Markov Chain in a Random Landscape.
      Advances in Applied Probability (2002), Vol. 34, No 2, 375--393.

    41. Dynamic Z^d-random walks in a random scenery: A strong law of large numbers.
      Journal of Theoretical Probability (2001), Vol. 14, No 1, 241--260.

    42. A random walk in a quadratic random scenery.
      Markov Processes and Related Fields (2001), Vol. 7, No 3, 419--434.

    43. Sur la convergence faible des systèmes dynamiques échantillonnés.
      C. R. Acad. Sci., Paris, 333, 583--588 (2001).

    44. Functional limit theorems for U-statistics indexed by a random walk (avec P. Cabus)
      C. R. Acad. Sci., Paris, 331, 905--910 (2000).

    45. Asymptotics of a dynamic random walk in a random scenery I. A law of large numbers.
      Annales de l'Institut Henri Poincaré - Probabilités et Statistiques (2000), Vol. 36, No 2, 127--151.

    46. Dynamic random walks in a random scenery.
      Research Communications "Paul Erdos and His Mathematics'', Janos Bolyai Mathematical Society, Budapest (1999), 88 -- 91.

    47. Asymptotics of a dynamic random walk in a random scenery II. A functional limit theorem.
      Markov Processes and Related Fields (1999), Vol. 5, No 2, 201--218.

    48. Dynamic Z^d random walks in a random scenery : a strong law of large numbers.
      C. R. Acad. Sci. Paris, 329, 711--716 (1999).

    49. Edges occupation measure of a reversible Markov Chain.
      Electronic Communications in Probability (1999) Vol. 4, No. 11, 87--90.

    50. Ergodic theorems for dynamic random walks (avec D. Schneider).
      C. R. Acad. Sci. Paris, 329, 153--158 (1999).

    51. Marche aléatoire dynamique dans une scène aléatoire.
      C R. Acad. Sci. Paris, 324, 231--234 (1997).

    52. Marches aléatoires à une dimension avec auto-intéraction, d'après H. Zoladek.
      Séminaires de Probabilités de Rennes (1995), Publ. Inst. Rech. Math. Rennes.