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Geometric Transformations
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Demonstrations 1 - 20 of 201
Any Triangle Can Tile
Reflecting a Lattice of Points
Folding Cosine in the Complex Plane
Apollonian Circle Packings via Möbius Transformations of Hyperbolic Polygons
Substitution Tilings
The Complex Unit Circle
Self-Affine Variants of the Sierpinski Carpet
Constructions by Reflecting in a Line
Rotating a Lattice of Points
Spherical Mirror Anamorphosis of Regular Polygons
Coordinates of a Point Relative to a Basis in 2D
Counting Necklaces
Border Patterns
The Fix of an Element of a Group Acting on a Two-Colored Figure
Rotational Symmetries of Colored Platonic Solids
Polyhedra, Spheres, and Cylinders
Insphere and Four Exspheres of a Tetrahedron
Music Box with Rotating Ballerina
Board Inversion
Möbius Transformations on the Complex Plane and Riemann Sphere
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