Asymptotically constant-free, p-robust and guaranteed a posteriori error estimates for the Helmholtz equation

We consider the a posteriori error analysis of fully discrete approximations of parabolic problems based on conforming hp-finite element methods in space and an arbitrary

2) Pliez à nouveau en deux dans la seconde diagonale du carré. Le motif doit rester visible. 3) Pliez un tiers du triangle qui vous reste, en rabattant la partie qui ne contient pas

Since the dE(bc)s are an unrelaxed cluster population, and since even in their centers, young stars make up only a few percent of the stellar mass (Lisker et al. 2006), we may be

Grosman, An equilibrated residual method with a computable error approximation for a singularly perturbed reaction-diffusion problem on anisotropic finite element meshes , M2AN

We finally in Section 5 present our second main result, the local efficiency and robustness, with respect to reaction (and also diffusion) dominance and also with respect to the

Lately, there is an increasing interest on the use of goal-oriented error estimates which help to measure and control the local error on a linear or

A posteriori error estimates for finite element discretization of (1.1a)–(1.1b) have been a pop- ular research subject starting from the Babuˇska and Rheinboldt work [8]. One

The pragmatics of reference in children language: some issues in developmental theory, in Social and Functional Approaches to Language and Thought (pp.. The development