Search Results - "Goubet, Olivier"

Standing waves for semilinear Schrödinger equations with discontinuous dispersion by Goubet, Olivier, Manoubi, Imen

“…We consider here semilinear Schrödinger equations with a non standard dispersion that is discontinuous at x = 0 . We first establish the existence and…”
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Singular Solutions of Elliptic Equations with Iterated Exponentials by Ghergu, Marius, Goubet, Olivier

“…We construct positive singular solutions for the problem - Δ u = λ exp ( e u ) in B 1 ⊂ R n ( n ≥ 3 ), u = 0 on ∂ B 1 , having a prescribed behaviour around…”
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Numerical Analysis of the Midpoint Scheme for the Generalized Benjamin-Bona-Mahony Equation with White Noise Dispersion by Guillaume Fenger, Guillaume Fenger, Olivier Goubet, Olivier Goubet, Youcef Mammeri, Youcef Mammeri

“…We consider a midpoint scheme to approximate analytical solutions to a white noise driven BBM equation that reads du-du(xx)+u(x)circle dw+u(p)u(x)dt=0. We…”
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Finite dimensional global attractor for a fractional nonlinear Schrödinger equation by Goubet, Olivier, Zahrouni, Ezzeddine

“…We consider a weakly damped forced nonlinear fractional Schrödinger equation u t - i ( - Δ ) α u + i | u | 2 u + γ u = f for a given α ∈ 1 2 , 1 considered in…”
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Blow-up of solutions to cubic nonlinear Schrödinger equations with defect: The radial case by Goubet Olivier, Hamraoui Emna

“…In this article we investigate both numerically and theoretically the influence of a defect on the blow-up of radial solutions to a cubic NLS equation in…”
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Comparison principles and applications to mathematical modelling of vegetal meta-communities by Delvoye, Gauthier, Goubet, Olivier, Paccaut, Frédéric

“…This article partakes of the PEGASE project the goal of which is a better understanding of the mechanisms explaining the behaviour of species living in a…”
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Theoretical analysis of a water wave model with a nonlocal viscous dispersive term using the diffusive approach by Goubet Olivier, Manoubi Imen

“…In this paper, we study the following water wave model with a nonlocal viscous term:…”
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A constructive method for convex solutions of a class of nonlinear Black-Scholes equations by Abounouh, Mostafa, Al Moatassime, Hassan, Driouch, Aicha, Goubet, Olivier

“…In this work, we are concerned with the theoretical study of a nonlinear Black-Scholes equation resulting from market frictions. We will focus our attention on…”
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Proceedings of SMAI 2017 by Carassus, Laurence, Darbas, Marion, Gayraud, Ghislaine, Goubet, Olivier, Salmon, Stéphanie

“…Papers related to the congress SMAI 2017, 8th biennale of Applied and Industrial Mathematics…”
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Decay of Solutions to a Linear Viscous Asymptotic Model for Water Waves by Goubet, Olivier, Warnault, Guillaume

“…The authors discuss a linear viscous asymptotic model for water waves and the decay rate of solutions towards the equilibrium…”
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Determining Nodes for the Damped Forced Periodic Korteweg-de Vries Equation by Goubet, Olivier

“…We show that solutions of the periodic KdV equations u t + γ u + u xxx + u u x = f , are asymptotically determined by their values at three points. That is if…”
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Derivation of dissipative Boussinesq equations using the Dirichlet-to-Neumann operator approach by Dutykh, Denys, Goubet, Olivier

“…The water wave theory traditionally assumes the fluid to be perfect, thus neglecting all effects of the viscosity. However, the explanation of several…”
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Non‐existence results for an eigenvalue problem involving Lipschitzian non‐linearities with non‐positive primitive by Goubet, Olivier, Ricceri, Biagio

“…Let Ω⊂RN (N⩾2) be a bounded smooth domain. In this paper, we prove that if either ∂Ω has non‐negative mean curvature or Ω is an annulus, then, for each…”
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The Dirichlet problem for - Delta [phi] = e super(-[phi]) in an infinite sector. Application to plasma equilibria by Goubet, Olivier, Labrunie, Simon

“…We consider here a nonlinear elliptic equation in an unbounded sectorial domain of the plane. We prove the existence of a minimal solution to this equation and…”
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The Dirichlet problem for − Δ φ = e − φ in an infinite sector. Application to plasma equilibria by Goubet, Olivier, Labrunie, Simon

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The Dirichlet problem for $-\Delta \varphi= \mathrm{e}^{-\varphi}$ in an infinite sector. Application to plasma equilibria by Goubet, Olivier, Labrunie, Simon

“…We consider here a nonlinear elliptic equation in an unbounded sectorial domain of the plane. We prove the existence of a minimal solution to this equation and…”
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Numerical study of quintic NLS equation with defects by Di Menza, Laurent, Goubet, Olivier, Hamraoui, Emna

“…In this work, we numerically investigate how a defect can affect the behavior of traveling explosive solutions of quintic NLS equation in the onedimensional…”
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Crank-Nicolson scheme for a logarithmic Schrödinger equation by Abidi, Mariem, Martin, Véronique, Goubet, Olivier

“…We discuss here a classical Crank-Nicolson numerical scheme to approximate the solutions of a nonlinear equation Schrödinger that reads ut − i∂x (ν(x)∂xu) − iu…”
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Global Attractors for the Benjamin-Bona-Mahony Equation with Memory by Dell’Oro, Filippo, Goubet, Olivier, Mammeri, Youcef, Pata, Vittorino

“…We consider the nonlinear integrodifferential Benjamin-Bona-Mahony equation u t - u t x x + u x - ∫ 0 ∞ g ( s ) u x x ( t - s ) d s + u u x = f , where the…”
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Finite‐dimensional global attractor for a semi‐discrete fractional nonlinear Schrödinger equation by Calgaro, Caterina, Goubet, Olivier, Zahrouni, Ezzeddine

“…We consider a semi‐discrete in time Crank–Nicolson scheme to discretize a weakly damped forced nonlinear fractional Schrödinger equation ut−i(−Δ)αu+i|u|2u+γu=f…”
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