Completely Positive Invariant Conjugate-Bilinear Maps in Partial *-Algebras
Completely Positive Invariant Conjugate-Bilinear Maps in Partial *-Algebras
The notion of completely positive invariant conjugate-bilinear map in a partial *-algebra is introduced and a generalized Stinespring theorem is proven. Applications to the existence of integrable extensions of *-representations of commutative, locally convex quasi*-algebras are also discussed.