Path integral molecular dynamics can compute non-equilibrium time evolution and relaxation in open quantum systems through a formal equivalence to the Lindblad equation.
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Geometric analysis of a class of interpolating quantum maps for d-level systems shows trajectories crossing positivity regions with eventual entanglement breaking and interpretations for divisibility and eternal non-Markovianity.
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Open quantum systems beyond equilibrium: Lindblad equation and path integral molecular dynamics
Path integral molecular dynamics can compute non-equilibrium time evolution and relaxation in open quantum systems through a formal equivalence to the Lindblad equation.
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Interpolating between positive, Schwarz, and completely positive evolution for d-level systems
Geometric analysis of a class of interpolating quantum maps for d-level systems shows trajectories crossing positivity regions with eventual entanglement breaking and interpretations for divisibility and eternal non-Markovianity.
- Time-Uniform Error Bound for Temporal Coarse Graining in Markovian Open Quantum Systems