<--- Back to Details
First PageDocument Content
Geometry / Polygons / Mathematics / Space / Art gallery problem / Polygon / Vertex / Convex polygon / Simple polygon / Star polygon / Visibility graph / Knapsack problem
Date: 2016-05-24 11:28:43
Geometry
Polygons
Mathematics
Space
Art gallery problem
Polygon
Vertex
Convex polygon
Simple polygon
Star polygon
Visibility graph
Knapsack problem

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

Add to Reading List

Source URL: emarkou.users.uth.gr

Download Document from Source Website

File Size: 135,28 KB

Share Document on Facebook

Similar Documents

Hillshade from Kenai Peninsula Borough GIS division. Wetland mapping polygons from Kenai Watershed Forum. Wetland functional assessment by Homer Soil & Water Conservation District (HSWCD), 2014. Map prepared by Karyn Noy

Hillshade from Kenai Peninsula Borough GIS division. Wetland mapping polygons from Kenai Watershed Forum. Wetland functional assessment by Homer Soil & Water Conservation District (HSWCD), 2014. Map prepared by Karyn Noy

DocID: 1vqFm - View Document

Hillshade from Kenai Peninsula Borough GIS division. Wetland mapping polygons from Kenai Watershed Forum. Wetland functional assessment by Homer Soil & Water Conservation District (HSWCD), 2014. Map prepared by Karyn Noy

Hillshade from Kenai Peninsula Borough GIS division. Wetland mapping polygons from Kenai Watershed Forum. Wetland functional assessment by Homer Soil & Water Conservation District (HSWCD), 2014. Map prepared by Karyn Noy

DocID: 1vnxa - View Document

Reconstructing Generalized Staircase Polygons with Uniform Step Length Nodari Sitchinava and Darren Strash GD 2017 | Sept. 25, 2017 Department of Computer Science Colgate University

Reconstructing Generalized Staircase Polygons with Uniform Step Length Nodari Sitchinava and Darren Strash GD 2017 | Sept. 25, 2017 Department of Computer Science Colgate University

DocID: 1uGjf - View Document

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

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

DocID: 1uCcz - View Document

Patulous Pegboard Polygons Derek Kisman, Richard Guy & Alex Fink May 9, 2006 A problem in a recent competition was: Given a 2004 by 2004 square grid of dots, what is the largest number of edges of a

Patulous Pegboard Polygons Derek Kisman, Richard Guy & Alex Fink May 9, 2006 A problem in a recent competition was: Given a 2004 by 2004 square grid of dots, what is the largest number of edges of a

DocID: 1uBd3 - View Document