* Xavier Bressaud; Cohen, Serge : Transition of the simple random walk on the graph of the ice-model (2023) prépublication [HAL] hal-03924355

* Cohen, Serge ; Emmanuel Boisssard, Thibault Espinasse et James Norris « Diffusivity of  a random walk on random walks Random Structures and Algorithms, (2015) 47(2) 1295-1306

*  Cohen, Serge ;  Panloup, Fabien et  Tindel, Samy Approximation of stationary solutions to SDEs driven by multiplicative fractional noise. Stochastic Process. Appl. 124 (2014), no. 3, 1197–1225.

* Cohen, Serge ; Alexander Lindner  « A central limit theorem for the sample autocorrelations of a Lévy driven continuous time moving average process »  Journal of Statistical Planning and Inference 143 (2013) 1295-1306

*  Cohen, Serge ; F. Gamboa, C. Lacaux et M. Loubès « LAN property for some fractional type Brownian motion » Alea vol X (2013) 91-106

*Cohen, Serge;  J. Istas Fractional Fields and Applications,   Springer Verlag Mathématiques et Applications Volume 73 2013.  http://link.springer.com/book/10.1007/978-3-642-36739-7/page/1

*Cohen, Serge;  M. Lifshits  Stationary Gaussian Random field on Hyperbolic  Spaces and Euclidean Spheres  ESAIM: Probability and Statistics / Volume 16 / 2012, pp 165 – 221

*Cohen, Serge;  Un article de synthèse Fractional Lévy fields publié dans Lévy Matters II, Lecture Notes in Mathematics 2061, Springer Verlag p 1-94, 2012

*Cohen, Serge; Sébastien Gadat Adaptive sequential design for regression on multi-resolution bases Statistics and Computing 22 (2012) 753-772

*Suzanne Varet, Sidonie Lefebvre, Gérard Durand , Antoine Roblin, Serge Cohen, Effective discrepancy and numerical experiments, Computer Physics Communications 183 (2012) 2535–2541.

* Cohen, Serge;  Panloup, Fabien Approximation of stationary solutions of Gaussian driven Stochastic Differential Equations  Stochastic Processes and their Applications, 121 (2011),  no. 12, 2776–2801

* Cohen, Serge; Maejima, Makoto Selfdecomposability of moving average fractional Lévy processes. Statistics and  Probabability  Letter (2011), no. 11, 1664–1669,

*  Cohen, Serge; Wschebor, Mario On tightness and weak convergence in the approximation of the occupation measure of fractional Brownian motion. J. Theoret. Probab. 23 (2010), no. 4, 1204–1226.