A convergent entropy diminishing finite volume scheme for a cross-diffusion system

On les utilise aujourd'hui en appliquant une méthode nouvelle permettant de déterminer les épaisseurs de verre convenant à des fenêtres de dimensions diverses, soumises à

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

The current R&D projects, NBVT, TTY, CCTV, and FAX, do not meet consumer needs on 'effectiveness' and 'ease of use' as well as the existing technologies of personal

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

The numerical results indicate that H is also a Lyapunov functional for system (1)-(4), even if the assumptions of [15] are not satisfied, and that scheme (16)-(20) preserves

Wellknown discretization methods are finite differences, finite volumes and finite elements. The mathemat- ical study of convergence is quite wellknown in the case of

Under a simple geometrical assumption for the clusters, we obtain that the pair of discrete spaces associating the classical cell-centered approximation for the velocities

In this work we present the convergence of a positivity preserving semi-discrete finite volume scheme for a coupled system of two non-local partial differential equations with