On the Theory of Exterior Elastic Herglotz Functions
On transformations of the Rabelo equations.
Ondes oscillantes simples quasilinéaires
Ondes semi-linéaires conormales classiques par rapport à deux hypersurfaces transverses
Opérateurs de Fuchs non linéaires
On se propose d’étudier des équations aux dérivées partielles non linéaires du type de Fuchs au sens de Baouendi-Goulaouic ([1] et [2]) dans des espaces de fonctions suffisamment différentiables par rapport à la variable fuchsienne et dans des espaces de Gevrey par rapport aux autres variables. Les méthodes utilisées reposent sur le formalisme des séries formelles Gevrey développé dans [13] et adapté aux équations du type de Fuchs dans [6] et [7]. On obtient ainsi des théorèmes qui généralisent...
Optimal energy decay rate of coupled wave equations.
Optimal Lipschitz estimates for the equation on a class of convex domains
Optique Géométrique et invariance de jauge : Solutions oscillantes d’amplitude critique pour les équations de Yang-Mills
Painlevé analysis and similarity reductions for the magma equation.
Painlevé analysis of a class of nonlinear diffusion equations.
Parameter shifting and complete families of solutions to a singular parabolic equation
Paramétrix pour un problème de Cauchy hyperbolique à multiplicité variable
Parareal operator splitting techniques for multi-scale reaction waves: Numerical analysis and strategies
In this paper, we investigate the coupling between operator splitting techniques and a time parallelization scheme, the parareal algorithm, as a numerical strategy for the simulation of reaction-diffusion equations modelling multi-scale reaction waves. This type of problems induces peculiar difficulties and potentially large stiffness which stem from the broad spectrum of temporal scales in the nonlinear chemical source term as well as from the presence of large spatial gradients in the reactive...
Parareal operator splitting techniques for multi-scale reaction waves: Numerical analysis and strategies
In this paper, we investigate the coupling between operator splitting techniques and a time parallelization scheme, the parareal algorithm, as a numerical strategy for the simulation of reaction-diffusion equations modelling multi-scale reaction waves. This type of problems induces peculiar difficulties and potentially large stiffness which stem from the broad spectrum of temporal scales in the nonlinear chemical source term as well as from the presence of large spatial gradients in the reactive...
Partielle Differentialgleichungen und deren Anwendung auf physicalische Fragen [Book]
Periodic and solitary travelling-wave solutions of an extended reduced Ostrovsky equation.
Periodic and solitary wave solutions of two component Zakharov-Yajima-Oikawa system, using Madelung's approach.
Periodic and solitary wave solutions to the Fornberg-Whitham equation.
Periodic solutions of abstract differential equations: the Fourier method
Periodic wave solutions for the generalized shallow water wave equation by the improved Jacobi elliptic function method.