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Simultaneous denoising and enhancement of signals by a fractal conservation law Azerad P. et al Communications in Nonlinear Science and Numerical Simulation 17, 2 (2012) 867-881 [hal-00477356 - version 2]

Finite difference approximations for a fractional diffusion/anti-diffusion equation Azerad P. et al [hal-00588323 - version 1] (22/04/2011)

Inégalités de Poincaré cinétiques. Azerad P. et al Comptes Rendus Mathématique 349, 13-14 (2011) 759-763 [hal-00281738 - version 3]

Low complexity shape optimization & a posteriori high fidelity validation Bouharguane A. et al Discrete and Continuous Dynamical Systems - Series B 13, 4 (2010) 759-772 [hal-00475636 - version 1]

A non-monotone conservation law for dune morphodynamics Alibaud N. et al Differential and integral equations 23 (2010) 155--188 [hal-00173879 - version 1]

Existence of travelling-wave solutions and local well-posedness of the Fowler equation Alvarez-Samaniego B. et al Discrete and Continuous Dynamical Systems - Series B 12, 04 (2009) 671 - 692 [hal-00257423 - version 3]

Optimal shape design of coastal structures minimizing short waves impact Mohammadi B. et al Coastal Engineering 55, 1 (2008) 55-78 [hal-00385746 - version 1]

Contributions à l'étude de quelques équations aux dérivées partielles, en mécanique des fluides et en génie côtier. Azerad P. Université Montpellier II - Sciences et Techniques du Languedoc (19/12/2007), Hedy Attouch, Montpellier 2 (Pr.) [tel-00221442 - version 1]

On a stochastic partial differential equation with non-local diffusion. Azerad P. et al Potential Analysis 27 (2007) 183--197 [hal-00009561 - version 1]