4 problems

Kähler-operator extension conjecture. Both conjectures remain equally valid when the Laplace-Beltrami operator ${\text{\IceMountain}}$ is replaced by the Kähler operator…

Commutation-of-limits conjecture. For sufficiently small $\epsilon_1$ and $\epsilon_2$, the scaling limit exists uniformly with respect to $T_{\mathrm{cr}}$; the deformation limits…

Uniform small-deformation scaling-limit conjecture. The small-deformation limit exists uniformly in $T_{\mathrm{cr}}$, and the scaling limit is

Uniform discrete derivative bound. There is a uniform bound