The approximation property for spaces of holomorphic functions on infinite-dimensional spaces. I
Let \(U\) be an open set of a separable Fréchet space with the bounded approximation property. Then the space of holomorphic functions on \(U\) endowed with compact-open topology has the approximation property. The result is also applied to characterize the spectra of some algebras of holomorphic mappings with values in a Banach algebra.
scientific article; zbMATH DE number 2085997
scientific article