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Isometries in Poincare's disk model

Isometries in Poincare's disk model

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I put this in my bookcase

I put this in my bookcase

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Just cleaned up the code and created more animations. I have to say most periodic solutions are not visually appealing—they look like a tangled mess. Only a few solutions exhibit orbits with aesthetic beauty.

Just cleaned up the code and created more animations. I have to say most periodic solutions are not visually appealing—they look like a tangled mess. Only a few solutions exhibit orbits with aesthetic beauty.

31,629 просмотров

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By the Koebe–Andreev–Thurston theorem, every finite triangulation of the plane is the tangent graph of some circle packing. This is a manim animation. It generates a finite graph with given number of boundary/interior points inside a bounding rectangle.

By the Koebe–Andreev–Thurston theorem, every finite triangulation of the plane is the tangent graph of some circle packing. This is a manim animation. It generates a finite graph with given number of boundary/interior points inside a bounding rectangle.

87,492 просмотров • 4 месяцев назад

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