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haskell-diagrams
haskell-diagrams - Declarative Vector Graphics with Diagrams DSL
Packaged view
This page reorganizes the original catalog entry around fit, installability, and workflow context first. The original raw source lives below.
Stars
10
Hot score
84
Updated
March 20, 2026
Overall rating
C3.5
Composite score
3.5
Best-practice grade
B81.2
Install command
npx @skill-hub/cli install plurigrid-asi-haskell-diagrams
Repository
plurigrid/asi
Skill path: skills/haskell-diagrams
haskell-diagrams - Declarative Vector Graphics with Diagrams DSL
Open repositoryBest for
Primary workflow: Ship Full Stack.
Technical facets: Full Stack.
Target audience: everyone.
License: Unknown.
Original source
Catalog source: SkillHub Club.
Repository owner: plurigrid.
This is still a mirrored public skill entry. Review the repository before installing into production workflows.
What it helps with
- Install haskell-diagrams into Claude Code, Codex CLI, Gemini CLI, or OpenCode workflows
- Review https://github.com/plurigrid/asi before adding haskell-diagrams to shared team environments
- Use haskell-diagrams for development workflows
Works across
Claude CodeCodex CLIGemini CLIOpenCode
Favorites: 0.
Sub-skills: 0.
Aggregator: No.
Original source / Raw SKILL.md
--- name: haskell-diagrams description: haskell-diagrams - Declarative Vector Graphics with Diagrams DSL version: 1.0.0 --- # haskell-diagrams - Declarative Vector Graphics with Diagrams DSL ## Overview Integrates the Haskell [diagrams](https://hackage.haskell.org/package/diagrams) embedded domain-specific language for creating declarative vector graphics. Used for: 1. **Tsillerson Automata Visualization**: 2+1D lattice with vortex/antivortex defects 2. **Golden Thread Color Spirals**: φ-angle (137.508°) color progression 3. **Path Equivalence Diagrams**: Kleppmann-Bumpus-Gay path comparison 4. **GF(3) Trit Coloring**: Triadic conservation visualizations **Trit**: +1 (PLUS) - Generates vector graphics artifacts ## Core Formula ```haskell -- Diagrams is a monoid: composition via <> diagram :: Diagram B diagram = shape1 <> shape2 `atop` shape3 -- Transformation pipeline transform :: Diagram B -> Diagram B transform = scale 2 . rotate (45 @@ deg) . fc red ``` ## Predicates | Predicate | Description | GF(3) Role | |-----------|-------------|------------| | `DiagramValid(d)` | Diagram is well-formed | Structure | | `ColorConserved(ds)` | Σ trits = 0 across diagrams | Conservation | | `PathEquivalent(p1,p2)` | Visual fingerprints match | Equivalence | | `GoldenAngle(θ)` | θ ≈ 137.508° | Dispersion | ## Architecture ``` ┌────────────────────────────────────────────────────────────────┐ │ Haskell Diagrams Pipeline │ ├────────────────────────────────────────────────────────────────┤ │ │ │ Source (.hs) Diagram B Output │ │ │ │ │ │ │ ▼ ▼ ▼ │ │ ┌──────────┐ ┌───────────────────┐ ┌─────────────┐ │ │ │ DSL Code │───▶│ Monoid Compose │───▶│ SVG / PNG │ │ │ │ shapes, │ │ atop, beside, │ │ PDF / PS │ │ │ │ colors │ │ vsep, hsep │ │ Canvas │ │ │ └──────────┘ └───────────────────┘ └─────────────┘ │ │ │ │ Backends: -fsvg (default), -fcairo, -frasterific, -fcanvas │ │ │ └────────────────────────────────────────────────────────────────┘ ``` ## Triads (GF(3) = 0) ``` # Diagrams Generation Bundle three-match (-1) ⊗ haskell-diagrams (0) ⊗ gay-mcp (+1) = 0 ✓ [Core Diagrams] temporal-coalgebra (-1) ⊗ haskell-diagrams (0) ⊗ topos-generate (+1) = 0 ✓ [Animation] sheaf-cohomology (-1) ⊗ haskell-diagrams (0) ⊗ rubato-composer (+1) = 0 ✓ [Music Notation] persistent-homology (-1) ⊗ haskell-diagrams (0) ⊗ gay-mcp (+1) = 0 ✓ [TDA Viz] ``` ## Installation ```bash # Install with SVG backend (default) cabal update && cabal install --lib diagrams diagrams-svg diagrams-contrib # With cairo backend for PNG/PDF cabal install gtk2hs-buildtools cabal install --lib -fcairo diagrams # With rasterific for Haskell-native PNG cabal install --lib -frasterific diagrams ``` ## Core API ### Shapes ```haskell import Diagrams.Prelude -- Basic shapes circle 1 :: Diagram B square 2 :: Diagram B rect 3 4 :: Diagram B triangle 1 :: Diagram B pentagon 1 :: Diagram B -- Paths and trails fromVertices [p2 (0,0), p2 (1,1), p2 (2,0)] arc (0 @@ deg) (90 @@ deg) ``` ### Composition ```haskell -- Monoid: overlay at origin d1 <> d2 -- Explicit overlay d1 `atop` d2 -- Spatial arrangement d1 ||| d2 -- beside horizontally d1 === d2 -- beside vertically hcat [d1, d2, d3] -- horizontal list vcat [d1, d2, d3] -- vertical list hsep 0.5 [d1, d2] -- with spacing vsep 0.5 [d1, d2] ``` ### Styling ```haskell -- Fill and stroke diagram # fc red -- fill color diagram # lc blue -- line color diagram # lw thick -- line width diagram # opacity 0.5 -- Transforms diagram # scale 2 diagram # rotate (45 @@ deg) diagram # translate (r2 (1, 2)) ``` ### Colors (Gay.jl Integration) ```haskell import Data.Colour.SRGB (sRGB24read) -- Golden thread colors (seed 1069) goldenThreadColors :: [Colour Double] goldenThreadColors = map sRGB24read [ "#DD3C3C", "#3CDD6B", "#9A3CDD" -- steps 1-3 , "#DDC93C", "#3CC2DD", "#DD3C93" -- steps 4-6 , "#64DD3C", "#433CDD", "#DD723C" -- steps 7-9 ] -- GF(3) trit colors tritColor :: Trit -> Colour Double tritColor Minus = sRGB24read "#2626D8" -- Blue (validator) tritColor Zero = sRGB24read "#26D826" -- Green (coordinator) tritColor Plus = sRGB24read "#D82626" -- Red (generator) ``` ## Tsillerson Automata Example ```haskell -- Cell state visualization data CellState = Empty | Vortex | Antivortex | Path0 | Path1 | Path2 cell :: CellState -> Diagram B cell Empty = square 1 # fc white # lw thin cell Vortex = circle 0.35 # fc vortexColor <> square 1 # lw thin cell Antivortex = circle 0.35 # fc antivortexColor <> square 1 # lw thin cell Path0 = square 0.6 # fc path0Color <> square 1 # lw thin cell Path1 = square 0.6 # fc path1Color <> square 1 # lw thin cell Path2 = circle 0.3 # fc path2Color <> square 1 # lw thin -- 8x8 lattice grid latticeGrid :: [[CellState]] -> Diagram B latticeGrid rows = vcat $ map (hcat . map cell) rows -- Main diagram with legend tsillersonDiagram :: Diagram B tsillersonDiagram = vsep 0.5 [ titleBlock , hsep 1 [latticeGrid initialLattice, legend] , goldenThreadBar ] # bg white # frame 0.5 ``` ## Animation Support ```haskell import Diagrams.Backend.Cairo.CmdLine import Diagrams.Animation -- Animated diagram (t ∈ [0, 1]) spinningSquare :: Animation B V2 Double spinningSquare = animEnvelope $ \t -> square 1 # rotate (t * 360 @@ deg) # fc (blend t red blue) -- Render as GIF main = mainWith spinningSquare ``` ## Commands ```bash just diagrams-install # Install diagrams library just diagrams-tsillerson # Generate Tsillerson SVG just diagrams-list # List Haskell diagram files just kbg-diagram-hs # Generate KBG third diagram ``` ## File Structure ``` lib/ ├── TsillersonDiagram.hs # 2+1D automata visualization ├── GoldenThread.hs # φ-spiral color generation └── PathEquivalence.hs # Kleppmann-Bumpus-Gay comparison diagrams/ ├── tsillerson.svg # Generated Tsillerson diagram ├── golden_thread.svg # Golden angle color spiral └── path_equiv.svg # Path equivalence visualization ``` ## Neighbor Awareness | Position | Skill | Role | |----------|-------|------| | Left (-1) | `three-match` | Validates diagram constraints | | Right (+1) | `gay-mcp` | Provides deterministic colors | ## References - [diagrams.github.io](https://diagrams.github.io) - Official documentation - [Hackage: diagrams](https://hackage.haskell.org/package/diagrams) - Package info - [TsillersonDiagram.hs](file:///Users/bob/ies/music-topos/lib/TsillersonDiagram.hs) - Local implementation - [diagrams-lib](https://hackage.haskell.org/package/diagrams-lib) - Core library --- **Status**: ✅ L4 Admissible **Trit**: 0 (ERGODIC) - Coordinates graphics generation **Date**: 2025-12-25 ## Scientific Skill Interleaving This skill connects to the K-Dense-AI/claude-scientific-skills ecosystem: ### Visualization - **matplotlib** [○] via bicomodule ### Bibliography References - `general`: 734 citations in bib.duckdb ## Cat# Integration This skill maps to **Cat# = Comod(P)** as a bicomodule in the equipment structure: ``` Trit: 0 (ERGODIC) Home: Prof Poly Op: ⊗ Kan Role: Adj Color: #26D826 ``` ### GF(3) Naturality The skill participates in triads satisfying: ``` (-1) + (0) + (+1) ≡ 0 (mod 3) ``` This ensures compositional coherence in the Cat# equipment structure.