In the present paper, we propose a local discontinuous Galerkin approximation for fully
nonhomogeneous systems of-Navier–Stokes type. On the basis of the primal formulation, we …

In this paper, we investigate a Local Discontinuous Galerkin (LDG) approximation for
systems with balanced Orlicz-structure. We propose a new numerical flux, which yields …

In the present paper, we examine a Crouzeix–Raviart approximation for non-linear partial
differential equations having a (p, δ)-structure for some p∈(1,∞) and δ⩾ 0. We establish a …

In the present paper, we prove convergence rates for the velocity of the local discontinuous
Galerkin approximation, proposed in Part I of the paper [A. Kaltenbach and M. Růžička …

We propose the first hybridizable discontinuous Galerkin method for the p-Laplacian
equation. When using polynomials of degree k≧0 for the approximation spaces of u, ∇u …

In the present paper, we examine a Crouzeix–Raviart approximation of the-Dirichlet
problem. We derive a medius error estimate, ie, a best-approximation result, which holds for …

In the present paper, we prove convergence rates for the pressure of the local discontinuous
Galerkin approximation, proposed in Part I of the paper [A. Kaltenbach and M. Růžička …

We propose a finite element discretization for the steady, generalized Navier–Stokes
equations for fluids with shear-dependent viscosity, completed with inhomogeneous …

In this paper, we consider a fully-discrete approximation of an abstract evolution equation
deploying a non-conforming spatial approximation and finite differences in time (Rothe …

We consider a C 0 Interior Penalty Discontinuous Galerkin (C0IPDG) approximation of a
nonlinear fourth order elliptic boundary value problem of p-biharmonic type and an …