## Scattered Data Approximation Based on Delaunay Tessellation |

### What people are saying - Write a review

We haven't found any reviews in the usual places.

### Contents

Delaunay Tessellation | 7 |

Stochastic Model | 24 |

Error Bound Estimation | 29 |

3 other sections not shown

### Common terms and phrases

6.3 Contour Surface 6.6 Contour A2i A3i added node affine transformation algorithm for addition algorithm for deletion Bowyer's algorithm BWY algorithm called Delaunay cell Chapter circ Circumcircle circumsphere contradiction holds conv Sn convex hull data approximation data node Delaunay Link Delaunay Neighbor Delaunay Node Delaunay Simplex Delaunay Tessellation Delaunay Tetrahedron Delaunay Triangulation Deletion of Node density of nodes dimensional distribution of nodes divide-and-conquer algorithms dual Dummy Nodes empty facet equidistant error bound Field of density Given Sn higher-dimensional spaces include a node Lebesgue measurable set Lemma lexicographic order linear interpolation nearest node node falls node of Sn nodes in Sn nodes in Xd number of nodes Poisson Field problems radius restrict retessellate scattered points Section Simplex Tessellation simplices stochastic model Suppose Theorem 2.1 thesis three-dimensional space total randomness Voronoi and Delaunay Voronoi Edge Voronoi Neighbors Voronoi Polygon Voronoi Polyhedron Voronoi Region Voronoi Tessellation Voronoi Vertex worst case analysis XdxT