External approximation of H 3 (Ω) in a bounded domain of R 3 with piecewise cubics of weak C 2 -class

Numerical analysis of the model problem showed that convergence rate of the approximate R  -generalized solution to the exact one in the norm of the weighted Sobolev

Keywords: Gyrokinetic limit; Finite Larmor radius approximation; Anisotropic quasineutral limit; Anisotropic hydrodynamic systems; Analytic regularity; Cauchy–Kovalevskaya

[39] presented a higher degree nonconforming elements on arbitrary quadrilateral meshes using nonparametric basis functions and additional nonconforming cell bubble

Abstract —A parallelizable itérative procedure based on a domain décomposition technique is proposed and analyzed for a séquence of elliptic Systems withfirst order absorbing

[17] M. VANMAELE, A numerical quadrature finite element method for 2nd-order eigenvalue problems with Dirichlet-Robin boundary conditions. VAN KEER, Error estimâtes for a finite

Abstract — A fictitious domain method is apphed to shape optimization problems and we use a dualizalion of the Dirichlet boundary condition on the variable part of the boundary

The purpose of this paper is to discuss a certain finite element method to approximate solutions of an initiai-boundary value problem associated with the motion of a Bingham fluid in

In this paper we propose a method combining a Pi-P 0 nonconforming finite element method due to Crouzeix and Raviart [2] with an upstream discretization of the convective term