ASYMPTOTIC STABILITY I: COMPLETELY POSITIVE MAPS
ASYMPTOTIC STABILITY I: COMPLETELY POSITIVE MAPS
We show that for every "locally finite" unit-preserving completely positive map P acting on a C*, there is a corresponding *-automorphism α of another unital C*-algebra such that the two sequences P, P 2 , P 3 , … and α, α 2 , α 3 , … have the …