AbstractA mesh generation approach that allows the local modification of meshes of simplices is reviewed and discussed. The generation and modification of sequences of nested irregular grids, as needed for multigrid algorithms in the adaptive finite-element setting, can also be managed. In 2 dimensions the meshes constructed are guaranteed to be nondegenerate and smooth. Empirical evidence has shown the 3D algorithm is in practice a powerful and realiable tool for mesh refinement
This work describes a concise algorithm for the generation of triangular meshes with the help of sta...
The algorithmic approaches being taken to the development of finite element mesh generators capable ...
AbstractWe examine a generalized conforming bisection (GCB-)algorithm which allows both global and l...
AbstractA mesh generation approach that allows the local modification of meshes of simplices is revi...
We investigate multigrid algorithms on locally refined quadrilateral meshes. In contrast to a standa...
Multigrid and adaptive refinement techniques are powerful tools in the resolution of problems arisin...
This thesis describes the formulation and application of an adaptive multigrid method for the effici...
This paper describes a scheme for finite element mesh generation of a convex, non-convex polygon and...
In this paper we consider the adaptive finite element solution of a general class of variational pro...
This thesis describes the formulation and application of an adaptive multigrid method for the effici...
A new approach for the automatic generation and refinement of finite element meshes over multiply co...
AbstractThe newest vertex strategy for local refinement in two dimensions is reviewed and discussed....
The topics are presented in viewgraph form and include the following: 3D combinatorial edge swapping...
A new algorithm for the generation of well-graded high-quality finite element mesh for adaptive refi...
The use of multigrid and related preconditioners with the finite element method is often limited by ...
This work describes a concise algorithm for the generation of triangular meshes with the help of sta...
The algorithmic approaches being taken to the development of finite element mesh generators capable ...
AbstractWe examine a generalized conforming bisection (GCB-)algorithm which allows both global and l...
AbstractA mesh generation approach that allows the local modification of meshes of simplices is revi...
We investigate multigrid algorithms on locally refined quadrilateral meshes. In contrast to a standa...
Multigrid and adaptive refinement techniques are powerful tools in the resolution of problems arisin...
This thesis describes the formulation and application of an adaptive multigrid method for the effici...
This paper describes a scheme for finite element mesh generation of a convex, non-convex polygon and...
In this paper we consider the adaptive finite element solution of a general class of variational pro...
This thesis describes the formulation and application of an adaptive multigrid method for the effici...
A new approach for the automatic generation and refinement of finite element meshes over multiply co...
AbstractThe newest vertex strategy for local refinement in two dimensions is reviewed and discussed....
The topics are presented in viewgraph form and include the following: 3D combinatorial edge swapping...
A new algorithm for the generation of well-graded high-quality finite element mesh for adaptive refi...
The use of multigrid and related preconditioners with the finite element method is often limited by ...
This work describes a concise algorithm for the generation of triangular meshes with the help of sta...
The algorithmic approaches being taken to the development of finite element mesh generators capable ...
AbstractWe examine a generalized conforming bisection (GCB-)algorithm which allows both global and l...