
Decoherence and the Appearance of a Classical World in Quantum Theory
by Joos, Erich; Zeh, H. D.; Kiefer, Claus; Giulini, Domenico; Kupsch, Joachim; Stamatescu, I. O.; Joos, Erich-
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Summary
Table of Contents
Introduction | p. 1 |
Basic Concepts and Their Interpretation | p. 7 |
The Phenomenon of Decoherence | p. 7 |
Superpositions | p. 7 |
Superselection Rules | p. 11 |
Decoherence by "Measurements" | p. 13 |
Observables as a Derived Concept | p. 17 |
The Measurement Problem | p. 21 |
Density Matrix, Coarse Graining, and "Events" | p. 33 |
Conclusions | p. 40 |
Decoherence Through Interaction with the Environment | p. 41 |
The General Mechanisms of Decoherence | p. 47 |
Dynamics of Quantum Correlations | p. 47 |
Scattering Processes | p. 55 |
Environment-Induced Superselection Rules | p. 57 |
Localization of Objects | p. 62 |
Localization Through Ideal Measurements | p. 64 |
Spatial Decoherence | p. 64 |
Equation of Motion | p. 70 |
Decohering Wave Packets | p. 75 |
More General Recoil-Free Decoherence | p. 78 |
Decoherence and Dissipation | p. 79 |
Quantum Brownian Motion | p. 79 |
Ehrenfest Theorems | p. 87 |
Decoherence Versus Friction | p. 89 |
Wigner Function Description of Decoherence | p. 90 |
Molecular Structure | p. 99 |
Decoherence in the Brain | p. 107 |
Dynamical Consequences | p. 109 |
The Quantum Zeno Effect | p. 110 |
Phenomenological Description | p. 111 |
An Experimental Test | p. 118 |
Models for the Quantum Zeno Effect | p. 122 |
Master Equations | p. 126 |
Pauli Equation | p. 126 |
Lindblad's Form of Master Equations | p. 133 |
Dynamical Stability of States | p. 135 |
Sensitivity to the Presence of an Environment | p. 136 |
Decoherence and Quantum Computation | p. 145 |
Quantum Nondemolition Measurements | p. 147 |
Decoherence and Quantum Chaos | p. 149 |
Classical Versus Quantum Chaos | p. 149 |
Example: The Kicked Rotator | p. 152 |
Quantum (?) Chaos in the Solar System | p. 156 |
Decoherence Through Chaotic Environments | p. 159 |
Interpretational Issues | p. 161 |
Null Measurements, Histories and Quantum Jumps | p. 161 |
Quantum "Information" and Teleportation | p. 172 |
True, False, and Fake Decoherence | p. 175 |
Decoherence in Quantum Field Theory and Quantum Gravity | p. 181 |
Decoherence in Quantum Electrodynamics | p. 182 |
"Measurement" of Charges by Fields | p. 182 |
"Measurement" of Electromagnetic Fields by Charges | p. 188 |
Decoherence and the Gravitational Field | p. 192 |
Emergence of Classical Spacetime | p. 192 |
The Formalism of Quantum Cosmology | p. 196 |
Decoherence in Quantum Cosmology | p. 199 |
Classicality of Primordial Fluctuations in the Early Universe | p. 209 |
Black Holes, Wormholes, and String Theory | p. 218 |
Consistent Histories and Decoherence | p. 227 |
Influence Functional and Its Application to Quantum Brownian Motion | p. 229 |
Definition and Properties of Consistent Histories | p. 238 |
Reduced Density Matrix and Decoherence | p. 247 |
Consistent Histories, Arrow of Time, and Quantum Gravity | p. 251 |
Superselection Rules and Symmetries | p. 259 |
States, Observables, and Superselection Rules | p. 261 |
Spaces of States | p. 262 |
Spaces of Observables | p. 267 |
Superselection Rules | p. 275 |
Symmetries and Superselection Rules | p. 278 |
Symmetries | p. 279 |
Superselection Rules from Symmetries | p. 284 |
An Example: The Univalence Superselection Rule | p. 285 |
Discussion and Caveats | p. 287 |
Physical Symmetries Versus Gauge Transformations | p. 289 |
Configuration Spaces and Spaces of State | p. 289 |
Symmetries and Redundant State Spaces | p. 292 |
Symmetries, Redundancies, and Superselection Rules | p. 297 |
Superselection Rules in Field Theory | p. 303 |
Charge and Asymptotic Flux-Distribution in QED | p. 304 |
Poincare Charges in General Relativity | p. 310 |
Decoherence and Charge Superselection Rules | p. 312 |
Open Quantum Systems | p. 317 |
Reduced Dynamics | p. 319 |
Projection Methods | p. 321 |
Generalized Master Equations | p. 327 |
Markov Approximation and Semigroups | p. 330 |
Quantum Stochastic Processes | p. 333 |
Induced Superselection Sectors | p. 339 |
General Considerations | p. 339 |
Hamiltonian Models of Decoherence | p. 341 |
The Araki-Zurek Models | p. 343 |
Particle Coupled to a Massless Boson Field | p. 345 |
Models with Scattering | p. 347 |
Heisenberg Picture | p. 348 |
Mathematical Supplement | p. 350 |
Spaces of Linear Operators | p. 350 |
Complete Positivity | p. 354 |
Entropy Inequalities | p. 355 |
Stochastic Collapse Models | p. 357 |
The Question of State Vector Reduction | p. 357 |
Two Points of View | p. 357 |
Decoherence, Collapse, Measurement | p. 358 |
Various Approaches to Collapse | p. 363 |
Spontaneous Collapse Models | p. 369 |
The Dynamical Collapse Hypothesis | p. 369 |
Spontaneous Localization by a Jump Process | p. 370 |
Continuous Spontaneous Localization | p. 373 |
Spontaneous Localization, Quantum State Diffusion and Decoherence | p. 378 |
Related Concepts and Methods | p. 383 |
Phase Averaging in Ensembles ("Dephasing") | p. 383 |
Ergodicity and Irreversible Amplification | p. 385 |
Dressing of States | p. 387 |
Symmetry Breaking and Collective Motion | p. 388 |
Equation of Motion of a Mass Point | p. 395 |
Solutions for the Equation of Motion | p. 399 |
Gaussian Density Matrices | p. 399 |
Green Functions | p. 402 |
Some Derived Quantities | p. 403 |
Elementary Properties of Composite Systems in Quantum Mechanics | p. 407 |
Quantum Correlations | p. 415 |
Hamiltonian Formulation of Quantum Mechanics | p. 419 |
Galilean Symmetry of Non-Relativistic Quantum Mechanics | p. 425 |
Stochastic Processes | p. 433 |
Random Variables and Distributions | p. 433 |
Markov Chains | p. 434 |
Stochastic Processes | p. 436 |
The Fokker-Planck Equation | p. 437 |
Stochastic Differential Equations | p. 439 |
References | p. 445 |
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