2 problems

Let ${\mathcal{O}}$ be a non-simplicial MaxDeg planar order ideal, and let $\mathbb{B}_{\mathcal{O}}$ denote its border basis scheme. A $Z$-separating re-embedding means a re-embed…

Let ${\mathcal O}=\{1,y,x,y^2,x^2\}$ be the L-shaped order ideal in two indeterminates, and let $\mathbb{B}_{\mathcal O}$ be its border basis scheme. Suppose the scheme is embedded…