Algebras of log-integrable functions and operators

Abstract

We show that certain spaces of log-integrable functions and operators are complete topological *-algebras with respect to a natural metric space structure. We explore connections with the Nevanlinna class of holomorphic functions.

11 pages

Cited by in corpus (2)

• Isomorphic classification of $\ast$-algebras of log-integrable functions
• Determinants associated to traces on operator bimodules