2 problems

Let $f:\mathbb{Z}^2\to\mathbb{C}$ satisfy … Let $\mathpzc{T}^\ast_{\alpha,\beta}$ and $\mathpzc{A}_{\alpha,\beta}$ be the sets defined in the paper for $d=2$, with $\beta=\infty$.…

Let $f: mathbb{Z}^2tomathbb{C}$ satisfy, for some $epsilon0$, … Let $\mathpzc{T}^\ast$ be the set defined in the paper for $d=2$. Uniqueness conjecture. The values of the discrete…