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Demonstrations 1 - 20 of 177
The Riemann Sphere as a Stereographic Projection
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Rotating a Cube in Space
Enlargement in Two Dimensions
Euler's Rotation Theorem
Circle Inversion of Basic Figures
Rolling a Cube on a Chessboard
Prince Rupert's Cube
Reflections of Polycubes in the Three Coordinate Planes
Dissecting an Ellipsoid to Form a Heart Shape
From Quaternion to 3D Rotation
Decomposing Rotations into Shear Mappings
Transforming Parent Functions
Orthographic Projection of Parallelepipeds
Reflecting a Regular Polygon across Its Sides in the Hyperbolic Plane
Roll a Sphere without Changing Orientation to a New Location in Two Straight Rolls
Stereographic Projection of a Cube
Some Symmetry Operations in Crystallography
Projecting Graphs of Real-Valued Functions of a Real Variable to the Riemann Sphere
Stereographic Projection of Platonic Solids
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