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Titlebook: Decoherence and Entropy in Complex Systems; Selected Lectures fr Hans-Thomas Elze Book 2004 Springer-Verlag Berlin Heidelberg 2004 Cosmolog

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https://doi.org/10.1007/978-3-031-38567-4ndition must be of a cosmological nature. On cosmological scales, however, gravity is the decisive interaction, and the initial condition cannot be understood without a careful investigation into the nature of the gravitational field.
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Fang Qi,Xing Chang,Zhe Tang,Wenbo Wangitary quantum mechanical models. The emergent quantum Hamiltonian is derived from the underlying classical one. It is closely related to the Liouville operator. We demonstrate in several examples the necessity of regularization, in order to arrive at quantum models with bounded spectrum and stable ground state.
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Introduction: The Relevance of Gravity for DICE,ndition must be of a cosmological nature. On cosmological scales, however, gravity is the decisive interaction, and the initial condition cannot be understood without a careful investigation into the nature of the gravitational field.
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,Quantum Mechanics and Discrete Time from “Timeless” Classical Dynamics,itary quantum mechanical models. The emergent quantum Hamiltonian is derived from the underlying classical one. It is closely related to the Liouville operator. We demonstrate in several examples the necessity of regularization, in order to arrive at quantum models with bounded spectrum and stable ground state.
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Dissipation, Emergent Quantization, and Quantum Fluctuations,The ‘t Hooft proposal, according to which the loss of information due to dissipation in a classical deterministic system manifests itself in the quantum features of the system, is analyzed and the quantum spectrum of the harmonic oscillator is shown to originate from the dissipative character of the original classical deterministic system.
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Introduction: The Relevance of Gravity for DICE,sed in this volume - .ecoherence, .nformation, .omplexity, .ntropy. Decoherence – the irreversible emergence of classical properties for a quantum system due to the interaction with its environment – can only be understood if a special initial condition holds [1]. This must be an initial condition o
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