Geometry and tilings

Schramm-Loewner Evolution

the random curve of critical two-dimensional systems

A study in motion and form.

Studio tab: SLE
Implementation family: sle
Preset configurations: 7
Recorded evidence: Partial checks

This evidence label refers to recorded internal checks within their stated limits. Sample renders illustrate a configuration’s output. They do not establish scientific validity.

Schramm-Loewner Evolution, Percolation, κ = 6 preset sample — Percolation, κ = 6Sample render

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7 of 7 preset stills available.

Preset gallery.

7 named configurations in this technique. Select an image to inspect its full sample above.

Schramm-Loewner Evolution: Percolation, κ = 6 preset render — Percolation, κ = 6

Schramm-Loewner Evolution: Self-avoiding walk, κ = 8/3 preset render — Self-avoiding walk, κ = 8/3

Schramm-Loewner Evolution: Loop-erased walk, κ = 2 preset render — Loop-erased walk, κ = 2

Schramm-Loewner Evolution: Level line, κ = 4 preset render — Level line, κ = 4

Schramm-Loewner Evolution: Space filling, κ = 8 preset render — Space filling, κ = 8

Schramm-Loewner Evolution: One noise, six κ preset render — One noise, six κ

Schramm-Loewner Evolution: Twelve seeds, κ = 6 preset render — Twelve seeds, κ = 6

All 7 preset names

Percolation, κ = 6
Self-avoiding walk, κ = 8/3
Loop-erased walk, κ = 2
Level line, κ = 4
Space filling, κ = 8
One noise, six κ
Twelve seeds, κ = 6

Keep exploring.

Geometry and tilings

Hyperbolic Turing

reaction-diffusion on a {p,q} tiling

Explore 7 presets ↗

Geometry and tilings

Rotor Routers

rotor-router aggregation and internal DLA

Explore 7 presets ↗

Geometry and tilings

Arctic Circle

random domino tilings of the Aztec diamond

Explore 6 presets ↗

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