2 problems

Let $B_n$ be the type B polynomials defined in the paper, for $n\geq 1$. A polynomial is real-rooted if all of its roots are real. Type B real-rootedness conjecture. For all…

For each positive integer $n$, let $N_n(x)$ be the type A minuscule polynomial … A real polynomial is weakly Hurwitz stable if it is non-vanishing or identically zero when…