Random surface: Schnyder-wood decorated triangulation

A Schnyder-wood-decorated triangulation with 20000 triangles.
Figure A Schnyder-wood-decorated triangulation with 20000 triangles.
Figure A Schnyder-wood-decorated triangulation with 25000 triangles.
Video A Schnyder-wood-decorated triangulation with 12000 triangles.
Video A Schnyder-wood-decorated triangulation with 30000 triangles.

References

[1] Li, Yiting, Xin Sun, and Samuel Watson. “Schnyder woods, SLE₁₆, and Liouville quantum gravity.” Transactions of the American Mathematical Society 377, no. 04 (2024): 2439-2493.

[2] Barkley, Jerome, and Timothy Budd. “Precision measurements of Hausdorff dimensions in two-dimensional quantum gravity.” Classical and Quantum Gravity 36, no. 24 (2019): 244001.

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