0 (one of) the openings between the threads of a net -- net
1 a network -- net
2 (of teeth on eg gear wheels) to become engaged with each other -- gribe ind i hinanden
The teeth on these two cogwheels mesh when they go round.
Bootstrapping knowledge representations: from entailment meshes via semantic nets to learning webs.
Figure 12.3 shows meshes generated by the two estimators.
To construct finite element s meshes for these domains is very complex and nearly impossible.
In this paper, meshing a spatial domain means decomposing a polyhedron into tetrahedra that form a simplicial complex.
Computational resources hardly ever permit us to use very fine meshes on threedimensional domains.
The difference in the meshes can be explained as follows.
We will examine what we can achieve on meshes constructed on the basis of the weighted a posteriori error estimate (3.18).
In applications these functions exhibit strong variations (several orders of magnitude) in space, which requires the use of locally refined meshes.
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