Methods for Eisenstein circle packings and the Eisenpint Schmidt arrangement.
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May 26, 2026 - C
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circle-packing
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Ideal horoball packings of triangulated spheres: solvers, placements, and bracket proofs.
triangulation computational-geometry planar-graphs discrete-geometry newton-method circle-packing sphere-triangulation horoball-packing 6-net neoplatonics discrete-conformal-geometry ideal-polyhedra
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May 9, 2026 - C
Red Dot Thorny Journey explores random walks influenced by overlap events through computational simulations, featuring dynamic visualizations of stochastic processes. This project showcases mathematical modeling and interactive demos for studying complex systems.
visualization c animation sdl2 computational-geometry random-walk orbital-mechanics circle-packing geometric-art mathematical-art wolfram-language-port
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May 10, 2025 - C
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