On smoothing of plurisubharmonic functions on unbounded domains

Tobias Harz

We prove that for every $n\ge 2$, there exists a pseudoconvex domain $\Omega \subset {\mathbb{C}}^n$ such that ${\mathfrak{c}}^0(\Omega )⊊{\mathfrak{c}}^1(\Omega )$, where ${\mathfrak{c}}^k(\Omega )$…