Quasicompact and Riesz unital endomorphisms of real Lipschitz algebras of complex-valued functions

We rst show that a bounded linear operator T on a real Banach space E is quasicompact (Riesz, respectively) if and only if T ′: EC

Keywords:

Complexi cation , Lipschitz algebra , Lipschitz involution , Quasicompact operator , Riesz operator , Unital endomorphism