2 problems

Blocki's integrability conjecture. In the flat case, every $m$-subharmonic function belongs to $L^p$ for every

Let $\Omega\subset\mathbb{C}^n$ be an open set, let $\omega$ be a Hermitian $(1,1)$-form on $\Omega$, and let $u$ be an $m$-subharmonic ($m$-sh) function, meaning that the eigenval…