Finite proper holomorphic surjections and linear topological invariants \((\overline{\Omega})\) and \((\widetilde{\Omega})\)
The author proves that certain linear topological properties (introduced by D. Vogt) and isomorphisms of spaces of holomorphic functions are invariant under finite proper holomorphic surjections between Stein spaces.
scientific article; zbMATH DE number 1208046