Envelopes of holomorphy of compacta with analytic structure
Let X be a Stein manifold and let \(X_{\alpha}\) be a domain such that \(p_{\alpha}: X_{\alpha}\to X\) is ramified over X. Let S be the category of projective limits of ramified domains \(X_{\alpha}\). It is shown that there is a well-defined operation of taking envelopes of holomorphy within this category.
scientific article; zbMATH DE number 3969052