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Airy $_2$ conjecture for fluctuations of the random facet boundary
Airy $_2$ conjecture. The fluctuations of $\partial\Phi$ for the typical interface converge to the Airy $_2$ process as $N\to\infty$ .
Conjectureopen3d-ising-model air-y-process random-surfacesarXiv posted 2 days ago

Airy2_22​ conjecture for fluctuations of the random facet boundary