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• W1505274302 abstract "We provide a general and consistent formulation for linear subsystem quantum dynamical maps, developed from a minimal set of postulates, primary among which is a relaxation of the usual, restrictive assumption of uncorrelated initial system-bath states. We describe the space of possibilities admitted by this formulation, namely that, far from being limited to only completely positive (CP) maps, essentially any $${mathbb {C}}$$ -linear, Hermiticity-preserving, trace-preserving map can arise as a legitimate subsystem dynamical map from a joint unitary evolution of a system coupled to a bath. The price paid for this added generality is a trade-off between the set of admissible initial states and the allowed set of joint system-bath unitary evolutions. As an application, we present a simple example of a non-CP map constructed as a subsystem dynamical map that violates some fundamental inequalities in quantum information theory, such as the quantum data processing inequality." @default.
• W1505274302 created "2016-06-24" @default.
• W1505274302 creator A5080690269 @default.
• W1505274302 creator A5083283029 @default.
• W1505274302 date "2016-01-25" @default.
• W1505274302 modified "2023-10-18" @default.
• W1505274302 title "Beyond complete positivity" @default.
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• W1505274302 doi "https://doi.org/10.1007/s11128-015-1228-1" @default.
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