2 problems

Let ${\mathcal P}$ be the projection onto a three-dimensional subspace of ${\mathbb C}^3 \otimes {\mathbb C}^n$, with $n \ge 3$. Commuting-compression formulation of King's conject…

Let ${\mathcal C}$ be a three-dimensional subspace of ${\mathbb C}^3 \otimes {\mathbb C}^n$, with $n \ge 3$. A basis of states is reliably distinguished using one-way LOCC when mea…