학술논문
Invertibility preserving mappings onto finite C*-algebras
Document Type
Working Paper
Author
Source
Subject
Language
Abstract
We prove that every surjective unital linear mapping which preserves invertible elements from a Banach algebra onto a C*-algebra carrying a faithful tracial state is a Jordan homomorphism thus generalising Aupetit's 1998 result for finite von Neumann algebras.
Comment: 7 pages
Comment: 7 pages