Results 181 to 190 of about 89,968 (213)
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Physical Review Letters, 1993
We report for the first time quantum calculations for the so-called bouncer model, the classical analog of which is well known to manifest a chaotic behavior. Three versions of our model are fully tractable quantum mechanically and are potentially a rich source of data for establishing properties of a quantum system of which the classical mechanics can
, Dembinski, , Makowski, , Peplowski
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We report for the first time quantum calculations for the so-called bouncer model, the classical analog of which is well known to manifest a chaotic behavior. Three versions of our model are fully tractable quantum mechanically and are potentially a rich source of data for establishing properties of a quantum system of which the classical mechanics can
, Dembinski, , Makowski, , Peplowski
openaire +2 more sources
Chaos: An Interdisciplinary Journal of Nonlinear Science, 1996
A new approach to the description of gas kinetics is proposed. The approach is based on a fundamental presumption which states that binary collisions of gas atoms, moving in a chaotic way, can serve as ‘‘interior measurements.’’ These ‘‘measurements’’ result in collapses of atomic wave functions.
Kadomtsev, B. B., Kadomtsev, M. B.
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A new approach to the description of gas kinetics is proposed. The approach is based on a fundamental presumption which states that binary collisions of gas atoms, moving in a chaotic way, can serve as ‘‘interior measurements.’’ These ‘‘measurements’’ result in collapses of atomic wave functions.
Kadomtsev, B. B., Kadomtsev, M. B.
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Nuclear Physics A, 2005
Are there quantum signatures, for instance in the spectral properties, of the underlying regular or chaotic nature of the corresponding classical motion? Are there universality classes? Within this framework the merging of two at first sight seemingly disconnected fields, namely random matrix theories (RMT) and quantum chaos (QC), is briefly described.
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Are there quantum signatures, for instance in the spectral properties, of the underlying regular or chaotic nature of the corresponding classical motion? Are there universality classes? Within this framework the merging of two at first sight seemingly disconnected fields, namely random matrix theories (RMT) and quantum chaos (QC), is briefly described.
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1999
This book introduces the quantum mechanics of classically chaotic systems, or quantum chaos for short. The author's philosophy has been to keep the discussion simple and to illustrate theory, wherever possible, with experimental or numerical examples. The microwave billiard experiments, initiated by the author and his group, play a major role in this ...
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This book introduces the quantum mechanics of classically chaotic systems, or quantum chaos for short. The author's philosophy has been to keep the discussion simple and to illustrate theory, wherever possible, with experimental or numerical examples. The microwave billiard experiments, initiated by the author and his group, play a major role in this ...
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Quantum Chaos — Quantum Measurement
1992Quantum Chaos.- The Role of Perturbation Theory in the Development of Physics.- Dynamical Chaos and Many-Body Quantum Systems.- Unbounded Quantum Diffusion and a New Class of Level Statistics.- Quantal Suppression of Chaos and its Realizations.- A Model for Irregular Scattering in the Presence of Localization.- Localization and Delocalization of ...
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Solvable models of quantum black holes: a review on Jackiw–Teitelboim gravity
Living Reviews in Relativity, 2023Thomas Mertens, Gustavo Joaquin Turiaci
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Probing Many-Body Quantum Chaos with Quantum Simulators
Physical Review X, 2022Lata Kharkwal Joshi +2 more
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Adiabatic Eigenstate Deformations as a Sensitive Probe for Quantum Chaos
Physical Review X, 2020Pieter W Claeys +2 more
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