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Decoherence & Quantum Measurements

by Namiki M

Quantum measurement through decoherence

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AlbakiReads Editorial

Quantum measurement through decoherence

Namiki’s treatment begins with the principles of quantum mechanics and the Copenhagen interpretation, then surveys approaches to the measurement problem. It develops a many-Hilbert-space framework in which wave-function collapse is reformulated as dephasing and characterized by a decoherence parameter. The discussion extends beyond measurement itself: imperfect measurements, interference and mesoscopic phenomena are examined through general arguments, solvable models, and numerical simulations. The quantum Zeno effect and irreversibility round out this technical exploration of how measurement is understood in quantum theory.

Good fit for readers who enjoy

  • Readers studying quantum mechanics and the foundations of physics.
  • Readers interested in mathematical approaches to measurement and decoherence.
  • Readers seeking discussions of interference, mesoscopic phenomena, the quantum Zeno effect, and irreversibility.

Themes

Quantum measurement problemDecoherence and dephasingQuantum foundationsInterference and mesoscopic phenomenaIrreversibility

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Book overview

The quantum measurement problem is one of the most fascinating and challenging topics in physics both theoretically and experimentally. It involves deep questions and the use of very sophisticated and elegant techniques. After analyzing the fundamental principles of quantum mechanics and of the Copenhagen interpretation, this book reviews the most important approaches to the measurement problem and rigorously reformulates the "collapse of the wave function" by measurement, as a dephasing process quantitatively characterized by an order parameter (called the decoherence parameter), according to the many-Hilbert-space approach to the problem.

The book deals not only with the measurement processes (including imperfect measurements) but also with related interference and mesoscopic phenomena -- by means of general arguments -- of solvable models and of numerical simulations. The quantum Zeno effect and the issue of irreversibility are also discussed.

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