Title: Uniform algebras invariant under transitive group actions

Authors: Alexander J. Izzo

Issue: Volume 59 (2010), Issue 2, 417-426

Abstract: It is shown that $C(X)$ is the only uniform algebra on a compact Hausdorff space $X$ that is invariant under a transitive action on its maximal ideal space by a locally compact group that can be approximated by Lie groups.