2 problems

Let $\mathbb B_n$ be the unit ball in $\mathbb C^n$, let $\mathbb S_n$ be its boundary sphere, and let $\mathcal{Z}(p)$ denote the zero set of a polynomial $p$. A polynomial is cyc…

Constancy conjecture. Then $g$ is constant. The source presents this as a proposed extension of the assertion that non-constant outer solutions do not occur in the corresponding cl…