S. Benachour

Nonlinear self-stabilizing processes – I Existence, invariant probability, propagation of chaos

S. Benachour, Bernard Roynette, Denis Talay et al. · Stochastic Processes and their Applications · 1998 · 91 citations

Invariant Probability, Deterministic Dynamical System, Chaos Theory +5

Nonlinear self-stabilizing processes – II: Convergence to invariant probability

S. Benachour, Bernard Roynette, Pierre Vallois · Stochastic Processes and their Applications · 1998 · 60 citations

Self-stabilization, Stochastic Processes, Stochastic Calculus +1

Asymptotic Estimates of Solutions ofut−12Δu=−|∇u| in R+×Rd,d⩾2

S. Benachour, Bernard Roynette, Pierre Vallois · Journal of Functional Analysis · 1997 · 26 citations

Asymptotic Estimates, Potential Theory

Extinction and non‐extinction for viscous Hamilton–Jacobi equations in $\mathbb{R}$N

S. Benachour, Philippe Laurençot, D. Schmitt et al. · Asymptotic Analysis · 2002 · 18 citations

Viscous Hamilton–jacobi Equations, Nonlinear Hyperbolic Problem

Large time behavior for a viscous Hamilton–Jacobi equation with Neumann boundary condition

S. Benachour, Simona Dabuleanu · Journal of Differential Equations · 2005 · 11 citations

Numerical Analysis, Neumann Boundary Condition, Parabolic Equation +3