Exponential decay to equilibrium of nonlinear DDFV schemes for convection-diffusion equations

Le dictionnaire de droit internationale pénal, publication de l’institut un p 98iversitaire de hautes études international, Genève. 3) PATRICK Morvan ,l’otage en

Il faut penser beaucoup de bien des fusions de communes, puisque cette opération a pour effet, dans tous les cas, d'assurer une amélioration de la gestion de la

Interestingly, because we also observed in the AS lines high glycolate and aspartate contents in the exudates associated with impaired sugar transport, one hypothesis is that

Key words: degenerate parabolic problem, convection–diffusion–reaction equation, inhomoge- neous and anisotropic diffusion, convection dominance, nonmatching grids, finite

As far as non- local equations are concerned, continuous dependence estimates for fully nonlinear integro-PDEs have already been derived in [38] in the context of viscosity solutions

Wolfram proposed a mixed finite element method for nonlinear diffusion equations and proved convergence towards the steady-state in case of a nonlinear Fokker-Planck equation

In Section 2 , we present and analyze the positive finite volume scheme discretizing the convection- diffusion model ( 1.1 )-( 1.4 ). More specifically, we first describe the

After proving well-posedness, stability, exponential return to equilibrium and convergence, we gave several test cases that confirm the satisfying long time behavior of the