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|Hyperbolic tessellations shown in various stages of truncation, and represented by their Schlafli symbols. Java applets explore hyperbolic tessellations, a magic Rubik's-like cube in four dimensions, polygon reciprocation (dual), modern portfolio theory (mean variance analysis), hyperbolic splining, and recursive 2:1 mipmap generation filtration. Also, alternative formulations for the angle between unit vectors, slerp (spherical linear interpolation), qslerp (quaternion interpolation), and other expressions not numerically robust at small values.|
|Resource Types:||Web Interactive/Java|
|Math Topics:||Higher-Dimensional Geometry, Triangles and Other Polygons, Hyperbolic Geometry, Symmetry/Tessellations|
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