Dependence of decoherence-assisted classicality on the ways a system is partitioned into subsystems
arXiv:1210.4124 · doi:10.1103/PhysRevA.87.022112
Abstract
Choosing a specific way of dividing a closed system into parts is a starting point for the decoherence program and for the quantum thermalization program. It is shown that one can always chose such way of partitioning that decoherence-assisted classicality does not emerge and thermalization does not occur. Implications of this result are discussed.
Presented at DICE-2012 workshop under title "Resolution into subsystems, decoherence and thermalization". v2: Title changed, presentation improved, discussion extended, references added. Accepted to Phys. Rev. A
References in corpus (19)
- Chaos and Quantum Thermalization
- Thermalization and its mechanism for generic isolated quantum systems
- The foundations of statistical mechanics from entanglement: Individual states vs. averages
- Canonical Typicality
- Quantum mechanical evolution towards thermal equilibrium
- Foundation of Statistical Mechanics under experimentally realistic conditions
- From Quantum Dynamics to the Canonical Distribution: General Picture and a Rigorous Example
- Quantum tensor product structures are observable-induced
- Virtual Quantum Subsystems
- Absence of Thermalization in Nonintegrable Systems
- Decoherence from spin environments
- Gaussian Decoherence from Random Spin Environments
- Decoherence, Einselection, and the Existential Interpretation (the Rough Guide)
- Toward a Quantum Theory of Observation
- Decoherence, irreversibility and the selection by decoherence of quantum states with definite probabilities
- A necessary condition for the thermalization of a quantum system coupled to a quantum bath
- Pure State Quantum Statistical Mechanics
- Quantum correlations in different density matrix representations of spin-1/2 open chain
- Entanglement, decoherence and thermal relaxation in exactly solvable models
Cited by in corpus (16)
- Many body localization and thermalization in quantum statistical mechanics
- Phenomenology of fully many-body-localized systems
- A phenomenology of certain many-body-localized systems
- Entanglement spreading in a many-body localized system
- Many-body localization and delocalization from the perspective of Integrals of Motion
- Thermal equilibrium of a macroscopic quantum system in a pure state
- Macroscopic and Microscopic Thermal Equilibrium
- Prethermalization from a low-density Holstein-Primakoff expansion
- Eliminating Ensembles from Equilibrium Statistical Physics: Maxwell's Demon, Szilard's Engine, and Thermodynamics via Entanglement
- Local integrals of motion in the two-site Anderson-Hubbard model
- On the foundations of statistical mechanics
- Energy dependence of localization with interactions and disorder: The generalized inverse participation ratio of an ensemble of two-site Anderson-Hubbard systems
- Many Body Localization in 2D Systems with Quasi-Random fields in X and Y Directions
- Testing eigenstate decoherence hypothesis in a model of collisional decoherence
- Imposing system-observer symmetry on the von Neumann description of measurement
- Persistence of energy-dependent localization in the Anderson-Hubbard model with increasing system size and doping