Approximations of subhomogeneous algebras

Abstract

Let $n$ be a natural number. Recall that a C*-algebra is said to be $n$-subhomogeneous if all its irreducible representations have dimension at most $n$. In this short note, we give various approximation properties characterising $n$-subhomogeneous C*-algebras.

9 pages; v2 minor improvement in the introduction, 10 pages