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Voronoi diagram
Medial Axis Transform Using Ridge Following
Computing 2D Periodic Centroidal Voronoi Tessellation Dong-Ming Yan, Kai Wang, Bruno Lévy, Laurent Alonso
Voronoi Diagrams--A Survey of a Fundamental Geometric Data Structure
Quadratic Serendipity Finite Elements on Polygons Using Generalized Barycentric Coordinates
Report No. 17/2005
Are Voronoi Tessellations Whose Generators Coincide with the Mass Centroids of the Respective Voronoi Regions
CAD Tools for Creating Space-Filling 3D Escher Tiles
Stability of Statics Aware Voronoi Grid-Shells Engineering Structures
On Surface Geometry Inspired by Natural Systems in Current Architecture
Shape and Symmetry Determine Two-Dimensional Melting Transitions of Hard Regular Polygons
Eindhoven University of Technology MASTER Lateral Stiffness Of
Efficient Computation of Clipped Voronoi Diagram for Mesh Generation
Triangulations and Simplex Tilings of Polyhedra
27 VORONOI DIAGRAMS and DELAUNAY TRIANGULATIONS Steven Fortune
MYSTERIES of the EQUILATERAL TRIANGLE, First Published 2010
A Principled Approach to the Modelling of Kagome Weave Patterns for the Fabrication of Interlaced Lattice Structures Using Straight Strips
An Algorithm for the Generation of Voronoi Diagrams on the Sphere
Abstracts for the MAA Undergraduate Poster Session San Diego, CA
Top View
Stability of Statics Aware Voronoi Grid-Shells
Algorithm for Computation and Visualization of Weighted
Computing the Multicover Bifiltration
Hexagon-Based Adaptive Crystal Growth Voronoi Diagrams Based on Weighted Planes for Service Area Delimitation
Voronoi and Delaunay Diagrams
A Survey of Blue-Noise Sampling and Its Applications
A Review of Properties and Variations of Voronoi Diagrams
Computational Geometry: Proximity and Location
1 Voronoi Diagrams
Flavor of Computational Geometry Voronoi Diagrams
Distributed and Collision-Free Coverage Control of a Team of Mobile Sensors Using the Convex Uncertain Voronoi Diagram
Tessellating Urban Space Based on Street Intersections and Barriers To
Fast Computation of Generalized Voronoi Diagrams Using Graphics Hardware
Voronoi Diagram: the Generator Recognition Problem
Ein Framework Für Die GPU-Gestützte Erzeugung Und Gestaltung Induktiv Rotierter Muster
Computing Voronoi Skeletons of a 3-D Polyhedron by Space Subdivision
Stability of Statics Aware Voronoi Grid-Shells ⇑ D
Problem Set 1: Cutting Class
Tessellations, Fractals, Projection
Exact Lattice Sampling from Non-Gaussian Distributions
Delaunay Tessellations and Voronoi Diagrams in CGAL Pierre Alliez, Christophe Delage, Menelaos Karavelas, Sylvain Pion, Monique Teillaud, Mariette Yvinec
The Graphs of Planar Soap Bubbles
The Minimal Non-Fullerene Voronoi Polyhedra
Voronoi Diagrams
Chapter 8 Dirichlet–Voronoi Diagrams and Delaunay Triangulations
CENTROIDAL VORONOI TESSELLATIONS 1. Introduction
On the Expected Complexity of Voronoi Diagrams on Terrains∗
Optimal Random Packing of Spheres and Extremal Effective Conductivity
The Expression of Spherical Entities and Generating of Voronoi Diagram Based on Truncated Icosahedron Dgg
Lecture 7: Voronoi Diagrams
110428 the Soft Gird.Indd
Spherical Centroidal Voronoi Tessellations: Point Generation and Density Functions Via Images Geoffrey A
Hyperbolic Centroidal Voronoi Tessellation
New Tetrahedrally Close-Packed Structures
Voronoi Entropy Vs. Continuous Measure of Symmetry of the Penrose Tiling: Part I
Fast Methods for Computing Centroidal Voronoi Tessellations
View This Volume's Front and Back Matter
Optimal Voronoi Tessellations with Hessian-Based Anisotropy
Color-Distance Oracles and Snippets
Spatial Density Voronoi Diagram and Construction
An Almost Optimal Edit Distance Oracle
On the Number of Facets of Three-Dimensional Dirichlet Stereo- Hedra III: Full Cubic Groups
The Optimal Centroidal Voronoi Tessellations and the Gersho's Conjecture in the Three-Dimensional Space
The Cosmic Spiderweb and General Origami Tessellation Design
Computational Geometry & Collision Detection for Convex Polytopes
Voronoi-Like Grid Systems for Tall Buildings
Algorithms and Criteria for Volumetric Centroidal Voronoi Tessellations Li Wang
This Is a Self-Archived Version of an Original Article. This Version May Differ from the Original in Pagination and Typographic Details
Tiling Spaces with Congruent Polyhedra
Introduction to Voronoi Diagrams Lecture 13 Date: March 22, 1993 Scribe: Scott S
Voronoi Diagrams
A Mathematical Primer for Computational Data Sciences
Voronoi Diagrams Generated by the Archimedes Spiral
Computational Geometry Lecture Notes Voronoi Diagrams
Interactive Design of Authentic Looking Mosaics Using Voronoi Structures