Visualize 3d/4d hyperbolic honeycombs and Boyd-Maxwell sphere packings.
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Updated
Dec 26, 2025 - GLSL
Visualize 3d/4d hyperbolic honeycombs and Boyd-Maxwell sphere packings.
A Tangram Puzzle Solver in Common Lisp that is capable of solving arbitrary geometric tiling problems. CLIM (Common Lisp Interface Manager) is used for its GUI.
An algebraic framework for the discovery and analysis of self-affine tiles and fractal structures.
Tiling Patterns using Polygon-in-Contact Algorithm
A CLI tool for generating aperiodic tilings, such as Penrose Tiling
Render some non-periodic substitution tilings
This project generates SVG files containing a batch of aperiodic monotiles, using the cairo-fortran bindings as a fpm dependency. A laser cutting machine was used to create aperiodic puzzles.
A library and CLI for counting / rendering tilings of various shapes
Topology-first cellular automaton playground for regular, periodic, and aperiodic tilings.
Based on my paper in Theoretical Computer Science, implementation of image segmentation algorithm for arbitrary polygonal tilings.
Solving combinatorics problem of domino tiling using complex matrices.
Semantic intermediate representation (IR) for 2D pattern systems
A tool for mathematics research for visualizing diffraction of substitution tilings.
A 2D visualizer of tilings as projections from higher dimensional lattices!
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