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Springer eBooks

The Measurement Problem Is Your Problem Too

Ronnie Hermens

Published Jan 1, 2014• 0 citations
Publisher
DOI
10.1007/978-3-319-04382-1_32

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The Problem of Molecular Structure Just Is the Measurement Problem

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Whether or not quantum physics can account for molecular structure is a matter of considerable controversy. Three of the problems raised in this regard are the problems of molecular structure. We argue that these problems are just special cases of the measurement problem of quantum mechanics: insofar as the measurement problem is solved, the problems of molecular structure are resolved as well. In addition, we explore one consequence of our argument: that claims about the reduction or emergence of molecular structure cannot be settled independently of the choice of a particular resolution to the measurement problem. Specifically, we consider how three standard putative solutions to the measurement problem inform our understanding of a molecule in isolation, as well as of chemistry’s relation to quantum physics.

The British Journal for the Philosophy of Science•May 3, 2021•28 citations

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Accounting for projections during measurements is the traditional measurement problem. Transitions between stationary states require measurements, posing a different measurement problem. Both are compared. Several interpretations of quantum mechanics attempting to solve the traditional measurement problem are summarized. A highly desirable aim is to account for both problems. Not every interpretation of quantum mechanics achieves this goal.

IntechOpen eBooks•Apr 20, 2020•1 citation

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Abstract There is a consensus among physicists about the outcome of any experiment. However, there continues to be discussion about the interpretation of these results. At the heart of this discussion is the so-called measurement problem. The interaction of the particles with the measurement apparatus forms the measurement problem that has haunted physicists since the very early days of quantum mechanics. The problem is that quantum mechanics only describes the evolution of the wavefunction with time, but does not answer about the interaction with the measurement apparatus. These issues, related to the measurement problem, have led physicists to come up with different interpretations. Many possibilities are discussed. One of the most amazing resolutions of the measurement problem is via the possibility of the existence of multiple universes. This many-worlds approach is a desperate attempt to solve the measurement problem.

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The Measurement Problem

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Undergraduate lecture notes in physics•Jan 1, 2017•0 citations
Whether or not quantum physics can account for molecular structure is a matter of considerable controversy. Three of the problems raised in this regard are the problems of molecular structure. We argue that these problems are just special cases of the measurement problem of quantum mechanics: insofar as the measurement problem is solved, the problems of molecular structure are resolved as well. In addition, we explore one consequence of our argument: that claims about the reduction or emergence of molecular structure cannot be settled independently of the choice of a particular resolution to the measurement problem. Specifically, we consider how three standard putative solutions to the measurement problem inform our understanding of a molecule in isolation, as well as of chemistry’s relation to quantum physics.
Abstract There is a consensus among physicists about the outcome of any experiment. However, there continues to be discussion about the interpretation of these results. At the heart of this discussion is the so-called measurement problem. The interaction of the particles with the measurement apparatus forms the measurement problem that has haunted physicists since the very early days of quantum mechanics. The problem is that quantum mechanics only describes the evolution of the wavefunction with time, but does not answer about the interaction with the measurement apparatus. These issues, related to the measurement problem, have led physicists to come up with different interpretations. Many possibilities are discussed. One of the most amazing resolutions of the measurement problem is via the possibility of the existence of multiple universes. This many-worlds approach is a desperate attempt to solve the measurement problem.