2 problems

Cusp-existence conjecture for the t-split two-periodic Aztec diamond
Let $\alpha$ and $\beta$ be parameters satisfying … Let $t$ be the interface parameter, and let a smooth region mean a smooth region of the limit shape to the left of the interface…
openFrom papersaztec-diamond-models limit-shapes random-tilings
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5
Macroscopic boundary conjecture for the left side of the t-split two-periodic Aztec diamond
Macroscopic boundary conjecture. The macroscopic boundary of the $t$ -split two-periodic Aztec diamond to the left of the interface is governed by this saddle function: the boundary…
openFrom papersaztec-diamond-models limit-shapes random-matrices
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5

Cusp-existence conjecture for the t-split two-periodic Aztec diamond