Logo

Regular Links
Sort by: PageRank | Hits | Alphabetical

PR: 9
Center of Points in 2- or Higher-dimensional Space
It provides important formulations for finding a center of points in 2 or higher dimensional space. It can be used in drawing delauney triagulation and voronoi diagram in two or higher dimensions. It also describes how many points are required in defining a center in n-dimensional space.
http://www.geocities.com [ Detail ]
PR: 9
NPR : Mathematicians Get Crafty with Geometry
A husband and wife from Cornell University have come up with a crafty way to illustrate high-level geometry concepts -- by manipulating yarn into models that help explain the curvature of spaces. The mathemeticians talk with NPR's Jacki Lyden about hyperbolic crocheting. [4:47 streaming audio broadcast] (March 13, 2005)
http://www.npr.org [ Detail ]
PR: 8
Math Forum: Geometry POW/POM Search
Search the Geometry Problem of the Week's archive of creative, non-routine challenges, as well as submissions and commentary, dating back to 1993.
http://mathforum.org [ Detail ]
PR: 8
Steiner Surfaces
Mathematical descriptions and ray-traced images of various types of Steiner surfaces.
http://www.ipfw.edu [ Detail ]
PR: 7
Erich's Packing Center
Graphics and links for various packing, tiling and covering problems.
http://www.stetson.edu [ Detail ]
PR: 7
A Gallery of Interactive On-Line Geometry
At the Geometry Center.
http://www.geom.uiuc.edu [ Detail ]
PR: 7
Geometry Activities
By Ephraim Fithian.
http://homepage.mac.com [ Detail ]
PR: 7
Geometry in Action
Includes collections from various areas in which ideas from discrete and computational geometry meet real world applications.
http://www.ics.uci.edu [ Detail ]
PR: 7
New Mathematical Findings by Secondary Students
High school students solve complex geometric problems by using GLad Sketchpad. Page includes diagrams.
http://www.javeriana.edu.co [ Detail ]
PR: 6
Archimedes' Book of Lemmas
A collection of all 15 propositions from Archimedes' Book of Lemmas with complete proofs, each accompanied by a Java illustration.
http://www.cut-the-knot.org [ Detail ]