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Looking for a directory of carefully selected sites in Science, Math, Geometry, Polytopes ? Actimania, based on the largest, most comprehensive human-edited directory of the web, covers a large variety of annotated sites related to Science, Math, Geometry, Polytopes. This category lists wide range of carefully selected sites in Science, Math, Geometry, Polytopes.

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See also:

» The Charged Particles Model - Polytopes and optimal packing of p points in n dimensional spheres. Includes a java applet based on a model which allows for generation of multidimensional regular and semi-regular polytopes.

http://www.ics.uci.edu/~eppstein/junkyard/polytope.html

» The Geometry Junkyard - Comprehensive list of links to sites on geometric properties of the shapes.

http://www.queenhill.demon.co.uk/polyhedra/

» Guy's Polyhedra Pages - Vertex figures, filling, faceting diagrams, stellation, defining polytopes through generators, trimethoric and trisynaptic polyhedra, space-filling polyhedra, lost stellations of the icosahedron, and links.

$http://www.math.niu.edu/~rusin/known-math/index/52BXX.html$

» The Mathematical Atlas - Polytopes and Polyhedra - Collection of discussions regarding volume, vertices, dissection, g-holed tori, and other subjects.

http://home.att.net/~numericana/answer/polyhedra.htm

» Numericana - Polyhedra & Polytopes - Enumeration, cartesian coordinates of vertices, naming, and counting the shapes.

http://www.cut-the-knot.org/ctk/Pick.shtml

» Pick's Theorem - Describes a theorem for finding an area of simple lattice polygons. Includes proof and Java applet simulation.

$http://www.math.rutgers.edu/~erowland/polygons.html$

» Regular Polytopes - Derivation of volume equations for regular polygons, polyhedra, and polytopes, with images.

» Zome Edu - Educational toys used to teach geometry and model building to create squares, spheres, stars and other regular shapes with sticks and connecting pieces. Products include kits and lesson plans.

This page of directory is focused on one aspect of Science, Math, Geometry, Polytopes.

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