How does the GF(3) integration affect the graphics?

It provides a triadic coloring system based on GF(3) logic, ensuring that color assignments satisfy conservation laws and structural roles across complex diagram sets.

What are Tsillerson Automata visualizations?

They are specialized 2+1D lattice visualizations used in topological studies to map and track vortex/antivortex defects within a system.

Which file formats can I export my diagrams to?

The skill supports rendering to SVG, PNG, PDF, PostScript, and HTML5 Canvas, depending on which Haskell backends are installed.

What is the primary advantage of using a declarative DSL for graphics?

It allows you to describe what a diagram should look like through mathematical composition rather than specifying how to draw it step-by-step, making complex visualizations easier to maintain and scale.

Does this skill support animated graphics?

Yes, it includes support for animation through time-based transformations, which can be rendered as GIFs or video frames using compatible backends like Cairo.

Haskell Diagrams Visualization

Name: Haskell Diagrams Visualization
Author: plurigrid

byplurigrid

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Design Tools

Generates complex declarative vector graphics and mathematical visualizations using the Haskell Diagrams DSL.

About

This skill integrates the Haskell 'diagrams' library into the Claude Code environment, enabling the creation of high-quality vector graphics through a declarative embedded domain-specific language (EDSL). It is specifically optimized for specialized scientific and topological visualizations, such as Tsillerson Automata, phi-angle color spirals, and GF(3) trit coloring. By treating graphics as monoids, it allows for seamless composition, transformation, and multi-backend rendering (SVG, PNG, PDF), making it an essential tool for developers and researchers working at the intersection of mathematics, topology, and generative design.

Key Features

2 GitHub stars
Automated visualization of 2+1D lattice automata and vortex defects
Multi-backend support including SVG, Cairo, and Rasterific
Declarative vector graphics generation via Haskell EDSL
Integrated color management using Golden Thread and GF(3) trit logic
Monoidal composition for intuitive stacking and alignment of shapes

Use Cases

Generating phi-angle color progression spirals for generative art
Visualizing complex topological structures and automata defects
Creating path equivalence diagrams for distributed systems research

About

Key Features

2 GitHub stars
Automated visualization of 2+1D lattice automata and vortex defects
Multi-backend support including SVG, Cairo, and Rasterific
Declarative vector graphics generation via Haskell EDSL
Integrated color management using Golden Thread and GF(3) trit logic
Monoidal composition for intuitive stacking and alignment of shapes

Use Cases

Generating phi-angle color progression spirals for generative art
Visualizing complex topological structures and automata defects
Creating path equivalence diagrams for distributed systems research