We present a conformal bisection procedure for local refinement of 4D unstructured simplicial meshes with bounded minimum shape quality. Specifically, we propose a recursive refine to conformity procedure in two stages, based on marking bisection edges on different priority levels and defining specific refinement templates. Two successive applications of the first stage ensure that any 4D unstructured mesh can be conformingly refined. In the second stage, the successive refinements lead to a cycle in the number of generated similarity classes and thus, we can ensure a bound over the minimum shape quality. In the examples, we check that after successive refinement the mesh quality does not degenerate. Moreover, we refine a 4D unstructured me...
AbstractThe newest vertex strategy for local refinement in two dimensions is reviewed and discussed....
Numerical experiments in J. Maubach: Local bisection refinement and optimal order algebraic multilev...
With newest vertex bisection, there is no uniform bound on the number of n-simplices that need to be...
We present a conformal bisection procedure for local refinement of 4D unstructured simplicial meshes...
We present a conformal bisection procedure for local refinement of 4D unstructured simplicial meshes...
We propose a new method to mark for bisection the edges of an arbitrary 3D unstructured conformal me...
We propose a new method to mark for bisection the edges of an arbitrary three-dimensional unstructur...
rithm that produces conforming locally refined simplicial meshes; Helsinki Univer
We examine a generalized conforming bisection (GCB-)algorithm which allows both global and local nes...
AbstractWe examine a generalized conforming bisection (GCB-)algorithm which allows both global and l...
. We present an algorithm for the construction of locally adapted conformal tetrahedral meshes. The ...
Abstract We present an algorithm for the construction of locally adapted conformal tetrahedral mesh...
A simple local bisection refinement algorithm for the adaptive refinement of $n$-simplicial grids is...
Abstract. This work presents a new approach to conformal all-quadrilateral mesh adaptation. Most cur...
In this paper we introduce 4–8 subdivision, a new scheme that generalizes the fourdirectional box sp...
AbstractThe newest vertex strategy for local refinement in two dimensions is reviewed and discussed....
Numerical experiments in J. Maubach: Local bisection refinement and optimal order algebraic multilev...
With newest vertex bisection, there is no uniform bound on the number of n-simplices that need to be...
We present a conformal bisection procedure for local refinement of 4D unstructured simplicial meshes...
We present a conformal bisection procedure for local refinement of 4D unstructured simplicial meshes...
We propose a new method to mark for bisection the edges of an arbitrary 3D unstructured conformal me...
We propose a new method to mark for bisection the edges of an arbitrary three-dimensional unstructur...
rithm that produces conforming locally refined simplicial meshes; Helsinki Univer
We examine a generalized conforming bisection (GCB-)algorithm which allows both global and local nes...
AbstractWe examine a generalized conforming bisection (GCB-)algorithm which allows both global and l...
. We present an algorithm for the construction of locally adapted conformal tetrahedral meshes. The ...
Abstract We present an algorithm for the construction of locally adapted conformal tetrahedral mesh...
A simple local bisection refinement algorithm for the adaptive refinement of $n$-simplicial grids is...
Abstract. This work presents a new approach to conformal all-quadrilateral mesh adaptation. Most cur...
In this paper we introduce 4–8 subdivision, a new scheme that generalizes the fourdirectional box sp...
AbstractThe newest vertex strategy for local refinement in two dimensions is reviewed and discussed....
Numerical experiments in J. Maubach: Local bisection refinement and optimal order algebraic multilev...
With newest vertex bisection, there is no uniform bound on the number of n-simplices that need to be...