hpGEM, a novel framework for the implementation of discontinuous Galerkin finite element methods, is described. We present structures and methods that are common for many (discontinuous) finite element methods and show how we have implemented the components as an object-oriented framework. This framework facilitates and accelerates the implementation of FE programs, the assessment of algorithms, and their application to real-world problems. The article documents the status of the framework, exemplifies aspects of its philosophy and design, and demonstrates the feasibility of the approach with several application examples
The numerical approximation of partial differential equations (PDEs) posed on complicated geometries...
The numerical approximation of partial differential equations (PDEs) posed on complicated geometries...
This book gathers selected contributions on emerging research work presented at the International Co...
A compiler approach for generating low-level computer code from high-level input for discontinuous G...
The implementation of discontinuous Galerkin finite element methods (DGFEMs) represents a very chall...
Open source codes are a key ingredient to greater research integrity and accountability in computat...
This series contains monographs of lecture notes type, lecture course material, and high-quality pro...
The Discontinuous Galerkin Method is one variant of the Finite Element Methods for solving partial d...
Abstract An algorithm for non-intrusively coupling a commercial finite element software with a resea...
This monograph requires basic knowledge of the variational theory of elliptic PDE and the techniques...
We propose a simulation technique for elastically deformable objects based on the discontinuous Gale...
Abstract. We extend the finite element method introduced by Lakkis and Pryer [2011] to approximate t...
Abstract This paper shows and discusses a generic implementation of the global-local analysis toward...
<p>In the paper the efficient application of discontinuous Galerkin (DG) method on polygonal meshes ...
Finite Element Method (FEM) called Finite Element Analysis is a tool for computer-aided engineering ...
The numerical approximation of partial differential equations (PDEs) posed on complicated geometries...
The numerical approximation of partial differential equations (PDEs) posed on complicated geometries...
This book gathers selected contributions on emerging research work presented at the International Co...
A compiler approach for generating low-level computer code from high-level input for discontinuous G...
The implementation of discontinuous Galerkin finite element methods (DGFEMs) represents a very chall...
Open source codes are a key ingredient to greater research integrity and accountability in computat...
This series contains monographs of lecture notes type, lecture course material, and high-quality pro...
The Discontinuous Galerkin Method is one variant of the Finite Element Methods for solving partial d...
Abstract An algorithm for non-intrusively coupling a commercial finite element software with a resea...
This monograph requires basic knowledge of the variational theory of elliptic PDE and the techniques...
We propose a simulation technique for elastically deformable objects based on the discontinuous Gale...
Abstract. We extend the finite element method introduced by Lakkis and Pryer [2011] to approximate t...
Abstract This paper shows and discusses a generic implementation of the global-local analysis toward...
<p>In the paper the efficient application of discontinuous Galerkin (DG) method on polygonal meshes ...
Finite Element Method (FEM) called Finite Element Analysis is a tool for computer-aided engineering ...
The numerical approximation of partial differential equations (PDEs) posed on complicated geometries...
The numerical approximation of partial differential equations (PDEs) posed on complicated geometries...
This book gathers selected contributions on emerging research work presented at the International Co...