4 problems

Let $\mathcal{L}=G_u\cup H_u^{\triangle}$ be a planar Landau diagram, where $G$ is an outerplanar graph, and let $\Delta_{\mathcal{L}}$ denote its LS discriminant. Cluster Factoriz…

Let $\mathcal{L}$ be a rational Landau diagram, and let $V_G$ be the associated variety with irreducible components $V_{G,\sigma}$. Let $\Delta_{\mathcal{L}}$ denote its LS discrim…

Expected degree conjecture. Equality should hold in this bound after extraneous factors are taken into consideration. The equality would identify the expected multidegree of the LS…

Landau-polytope facet-labeling conjecture. There are $1:1$ correspondences