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On perturbations of dynamical semigroups defined by covariant completely positive measures on the semi-axis (2101.01656v1)
Published 5 Jan 2021 in quant-ph and math.FA
Abstract: We consider perturbations of dynamical semigroups on the algebra of all bounded operators in a Hilbert space generated by covariant completely positive measures on the semi-axis. The construction is based upon unbounded linear perturbations of generators of the preadjoint semigroups on the space of nuclear operators. As an application we construct a perturbation of the semigroup of non-unital *-endomorphisms on the algebra of canonical anticommutation relations resulting in the flow of shifts.