학술논문
A uniform algebra approach to an approximation theorem of Sahutoglu and Tikaradze
Document Type
Working Paper
Author
Source
Subject
Language
Abstract
Using methods from the theory of uniform algebras, we give a simple proof of an approximation result of Sahutoglu and Tikaradze with $L^\infty$-pseudoconvex domains replaced by the open sets for which Gleason's problem is solvable.