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Representation of quantum Brownian motion in the collective coordinate methodWe consider two explicitly solvable models of quantum random processes described by the Langevin
Numerical simulation of relaxation of quantum thermal fluctuationsA generalization of quantum-mechanical equations expressed in the hydrodynamic form by introducing
Schrödinger uncertainty relation for a quantum oscillator in a thermostat of thermofield dynamics for the coordinate-momentum variables of a quantum oscillator in a thermostat. We show
Arbitrary vacuums as a model of stochastic environment: On the problem of incorporating thermodynamics into quantum theory the quantum-thermostat model in the form of cold and thermal vacuums. In this case we start from our
Dynamical thermalization in isolated quantum dots and black holes with a thermostat. We discuss the possible realization of these regimes with quantum dots of 2D electrons
(tsh{cyrillic}, k)-Dynamics as some generalization of equilibrium quantum statistical mechanicsWe show that the quantum statistical mechanics (QSM) describing quantum and thermal properties
Elements of nonequilibrium (h{stroke}, k) dynamics at zero and finite temperatures-Jacoby equations by the successive account of the stochastic action of vacuum (quantum thermostat). It is shown
Произвольные вакуумы как модель стохастического окружения (К проблеме инкорпорации термодинамики в квантовую теорию) on introducing a quantum-thermostat model in the form of cold and thermal vacua. In this case, we start from our
Pressure operator for the Poeschl – Teller oscillatorThe quantum-mechanical properties of the strongly non-linear quantum oscillator in the Pöeschl
Binary quantum hashing© 2016, Allerton Press, Inc.We propose a binary quantum hashing technique that allows to present
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