Quantum thermodynamics

By A. Afanasev, Robert Alicki, James F Babb, Elisa Bäumer, R. Bekenstein, Carlos Jose Bolech Gret, Kaifeng Bu, A. Bylinskii, Jianshu Cao, Paola Cappellaro and 58 more. 2004

104 citations recorded by the source corpus.

Subfields: Statistical and Nonlinear Physics

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Citations in the corpus

Algorithmic independence of initial condition and dynamical law in thermodynamics and causal inference (2015, background): “may dene a ’more physical version’ of Kby computation models whose elementary steps directly use physically realistic particle 2 interactions, see e.g. [30, 31, 32]. Moreover, quantum thermodynamics [33] should rather rely on quantum Kolmogorov complexity [34]. 2 Algorithmic randomness in causal inf”
Normal typicality and von Neumann’s quantum ergodic theorem (2009, background): “orgotten until recently. Canonical typicality was basically anticipated, though not clearly articulated, by Schr¨odinger in 1927 [21], and rediscovered a few years ago by several groups independently [7, 8, 19]. Normal typicality, the topic of this paper, was discovered, clearly articulated, and rig”
Long-time behavior of macroscopic quantum systems (2010, background): “context of canonical typicality (i.e., the fact that, for most wave functions from a narrow energy shell of a large system, the reduced density matrix of a small subsystem is approximately canonical) [19, 24, 52, 54]. For other uses of typicality see, e.g., [25, 26, 56, 62, 3, 18]. When the QET arti”
Non-Hermitian physics (2020, background): “Quantum thermodynamics Quantum thermodynamics is an emergent field that aims at extending the conventional thermodynamics for macroscopic classical systems to microscopic quantum systems [1016–1018].”
Entropy production and the arrow of time (2009, background): “bservation plays an important role in quantum information theory. Furthermore, the role of such speciﬁc quantum features on the foundations of statistical mechanics is the object of an ongoing debate [46, 47, 48, 49]. 6. Conclusions We have shown that the relative entropy or Kullback-Leibler distanc”
Towards the fast scrambling conjecture (2011, background): “urrence time is extremely long so, for all intents and purposes, it is meaningful to say that the system has become (locally) thermalized. There is now an enormous literature on this topic (see e.g., [33] for a textbook treatment). Recently these old questions have received new impetus from quantum ”