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The collection of animations you find here refers to an article jointly written by Aaron Montag, Tim Reinhardt and Jürgen Richter-Gebert about surprising algorithmic methods that transfer a Euclidean ornament into a hyperbolic one.
These animations refer to: |
Playground for main result | ||
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| Playground for triangle groups | ||
The main algorithm | ||
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| The main algorithm | Equilibrium mesh | |
Hyperbolic reflection groups | ||
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| Hyperbolic triangle groups | Hyperbolic 4-gon groups | |
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| Hyperbolic groups with Dehn twists | ||
Playgrounds for other hyperbolizations | ||
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| Playground for P1 groups | Playground for P2 groups | |
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| Trapezoidal P1 groups | ||