« Site Map « Fourth Dimension Links
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4D Model:
Tesseract [ Harry J Smith ] - Java applet with rotatable tesseract.
4-D Polytope viewer [ Michael Gibbs ] - A polytope viewer that shows
fifteen different polytopes, and also a Draw4d dos program that displays
polytopes.
4th Dimension [ Mark Sudduth ] - LiveGraphics3d applets that show three- and four-dimensional
surfaces like the klein bottle, pseudo-spheres, and figure-8 torus, with
explanations of what the shapes are.
*New 11/29/03* Flatland:
Triangle [ Nicholas Jackiw ] - Java Sketchpad applet that gives you a
flatlander view as you move a flatlander and a triangle around in a small 2d
world.
Four dimensional maze
- navigate the maze by moving among multiple square mazes.
Hypercube by Harmen
[ Harmen van der Wal ] - short introduction to the fourth dimension, plus a hypercube java applet
game
Hyperspace Simulation
with arbitrary number of dimensions [ Domenico De Riso ] - applet showing the intersection of
an n-dimensional hypercube with a plane of n-1 dimensions.
Java Examples [
Richard Koch ] - java applet that can display all the regular three and four
dimensional solids, rotatable through buttons.
Regular 4d Polytope
foldouts - java applets with rotatable 4d polytope foldouts.
Rotating Four-Dimensional Shapes
[ Mark E. Shoulson ] - java applet with hypercube and simplex, which can be
rotated by clicking buttons.
Seeing into four
dimensions [ Ken Perlin ] - java applet with a mouse-rotatable hypercube,
hyper-simplex, 4d knots, klein bottle, and other shapes. The java applet has an
open API, so you can define javascript calls in your own webpage to display your
own shapes with the applet.
Stereoscopic Animated
Hypercube, 24-Cell Object,
Cross-Polytope, Simplex
Object [ Mark Newbold ] - stereoscopic rotating java shapes, which pop out at you if
you have 3d glasses. Also by Mark Newbold: Hyperspace
Start Polytope Slicer, Mark
Newbold's Rhombic Dodecahedron Page, and HyperSpace
Polytope Slicer.
The Tesseract ( 2
) [
Alex Bogomolny ] -
with an applet that allows you to rotate the tesseract around one plane at a
time.