<--- Back to Details
First PageDocument Content
Euclidean plane geometry / Art gallery problem / Computational geometry / Polygon triangulation / Simple polygon / Polygon / Convex and concave polygons / Vertex / Rectangle / Geometry / Polygons / Triangulation
Date: 2002-10-09 12:48:50
Euclidean plane geometry
Art gallery problem
Computational geometry
Polygon triangulation
Simple polygon
Polygon
Convex and concave polygons
Vertex
Rectangle
Geometry
Polygons
Triangulation

Polygon Triangulation • A polygonal curve is a finite chain of line segments.

Add to Reading List

Source URL: www.cs.ucsb.edu

Download Document from Source Website

File Size: 433,28 KB

Share Document on Facebook

Similar Documents

SBC - Proceedings of SBGamesComputing Track – Full Papers Coverage in Arbitrary 3D Environments The Art Gallery Problem in Shooter Games

SBC - Proceedings of SBGamesComputing Track – Full Papers Coverage in Arbitrary 3D Environments The Art Gallery Problem in Shooter Games

DocID: 1uJca - View Document

How to Place Efficiently Guards and Paintings in an Art Gallery Christodoulos Fragoudakis∗†, Euripides Markou∗‡ and Stathis Zachos§ April 25, 2005  Abstract

How to Place Efficiently Guards and Paintings in an Art Gallery Christodoulos Fragoudakis∗†, Euripides Markou∗‡ and Stathis Zachos§ April 25, 2005 Abstract

DocID: 1r85C - View Document

Maximizing the Guarded Interior of an Art Gallery Ioannis Emiris∗ Christodoulos Fragoudakis†  (Θ(log n)–approximable [6], [3], [4]). In [7] the case

Maximizing the Guarded Interior of an Art Gallery Ioannis Emiris∗ Christodoulos Fragoudakis† (Θ(log n)–approximable [6], [3], [4]). In [7] the case

DocID: 1qETY - View Document

Growing and Shrinking Polygons for Random Testing of Computational Geometry Algorithms Experience Report Ilya Sergey University College London, UK

Growing and Shrinking Polygons for Random Testing of Computational Geometry Algorithms Experience Report Ilya Sergey University College London, UK

DocID: 1q1E0 - View Document

Maximizing the Guarded Boundary of an Art Gallery is APX-complete Euripides Markou1, Stathis Zachos1,2 and Christodoulos Fragoudakis1 1  Computer Science, ECE, National Technical University of Athens

Maximizing the Guarded Boundary of an Art Gallery is APX-complete Euripides Markou1, Stathis Zachos1,2 and Christodoulos Fragoudakis1 1 Computer Science, ECE, National Technical University of Athens

DocID: 1q0JO - View Document