<--- Back to Details
First PageDocument Content
Euclidean plane geometry / Pseudotriangle / Polygon / Tessellation / Simple polygon / Collision detection / Vertex / Internal and external angle / Convex and concave polygons / Geometry / Polygons / Triangulation
Date: 2004-05-20 17:37:16
Euclidean plane geometry
Pseudotriangle
Polygon
Tessellation
Simple polygon
Collision detection
Vertex
Internal and external angle
Convex and concave polygons
Geometry
Polygons
Triangulation

Add to Reading List

Source URL: research.microsoft.com

Download Document from Source Website

File Size: 358,59 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

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

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

DocID: 1uGjf - View Document

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

DocID: 1uBd3 - View Document