3 problems

Let $r_1,\ldots,r_t$ be positive integers with $r_1\le \cdots \le r_t$. Let $S_{r_1,\ldots,r_t}$ be the Segre product considered in the paper, let $\mathcal{D}$ be the indexing set…

Let $\mathfrak{A}_1$, $\mathfrak{A}_2$, and $\mathfrak{A}_3$ be respectively the complement of a spiky hyperplane in the product of polar spaces, Grassmann spaces, and polar Grassm…

Identifiability conjecture. For all such $m$ and $k$, the binary Segre product $({\mathbb{P}}^1)^m$ is $k$-identifiable.