A Pedestrian Approach to the Measurement Problem in Quantum Mechanics
Stephen Boughn, Marcel Reginatto

TL;DR
This paper advocates for a practical, operational perspective on quantum measurement, arguing that the measurement problem is ill-posed and emphasizing the importance of classical concepts and precision in measurement procedures.
Contribution
It proposes a pedestrian, operational approach to quantum measurement, challenging traditional theoretical dilemmas and suggesting the measurement problem may be inherently ill-posed.
Findings
The measurement problem may be ill-posed and unsolvable.
Operational prescriptions are central to understanding quantum measurements.
Classical concepts should be replaced by operational precision requirements.
Abstract
The quantum theory of measurement has been a matter of debate for over eighty years. Most of the discussion has focused on theoretical issues with the consequence that operational prescriptions, which are integral to experimental physics, have been largely ignored. This has undoubtedly exacerbated attempts to find a solution to the "measurement problem". In this paper, we fully embrace the ensemble interpretation of quantum mechanics that obviates the need to entertain reduction of the state vector, one of the primary dilemmas of the measurement problem. The other major aspect of the measurement problem, the necessity of describing measurements in terms of classical concepts, remains. However, we argue that the ultimate interface with experiments is described by operational prescriptions and not in terms of the concepts of classical theory. The pedestrian approach presented here…
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