Paper Info
Title
Mesh Optimization and Multilevel Finite Element Approximations
Abstract
. Mesh reduction techniques are used for accelerating the visualizationprocess for large datasets. Typical examples are scalar or vector valued functionsdefined on complex 2 or 3 dimensional meshes. Grosso et al. presented a methodfor mesh optimization based on finite elements approximations with the L2 normand adaptive local mesh refinement. Starting with a very coarse triangulation ofthe functional domain a hierarchy of highly non-uniform tetrahedral (or triangularin 2D) meshes is...
Year
Keywords
Field
1997
3 dimensional
Applied mathematics,Laplacian smoothing,Polygon mesh,Computer science,Finite element method,Norm (mathematics),Piecewise linear function,hp-FEM,Mesh generation,Mixed finite element method
DocType
Citations 
PageRank 
Conference
3
0.47
References 
Authors
14
2
Name
Order
Citations
PageRank
Roberto Grosso112415.72
Thomas Ertl24417401.52