FINITE PROPER HOLOMORPHIC SURJECTIONS AND LINEAR TOPOLOGICAL INVARIANTS $(\overline{\Omega})$ AND $(\widetilde{\Omega})$
DINH HUY HOANG
Abstract
It is shown that linear topological properties $(\overline{\Omega})$, $(\widetilde{\Omega})$ and isomorphisms of spaces of holomorphic functions are invariant under finite proper holomorphic surjections between Stein spaces.