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Quantum evolution broken by measurements

F. Fratini

Published Mar 6, 2021• 0 citations
OpenAlex

Abstract

Quantum mechanics is characterized by features that are counterintuitive if looked at from the point of view of everyday's life experience. The most intriguing feature is perhaps the possibility, for a close-by object, to influence an object that stands far away, if the two objects were entangled in the past. Such a feature was named `spooky action at distance' by Einstein, so to underline that it was something he was not comfortable with. Notwithstanding such long distance influence, the No-Communication theorem -- which has been developed within the framework of Quantum Mechanics -- forbids instantaneous information transfer between distant observers. Within such a theorem, a measurement is considered a single act of extracting information from the quantum system at a particular instant of time. Any measurement process involves a wavefunction reduction (or collapse), which entails, for the quantum system, an abrupt and non-deterministic evolution which lies outside the domain of the Schrodinger equation. By exploiting this, here we show that, when more measurements are performed in a row, only the first one is subject to the No-Communication theorem, since the following ones are made on the quantum system that already underwent a non-deterministic evolution due to the first one. As example, we construct a thought experiment, with the aim to show how the spooky action at distance could be recorded.

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Quantum mechanics is characterized by features that are counterintuitive if looked at from the point of view of everyday's life experience. The most intriguing feature is perhaps the possibility, for a close-by object, to influence an object that stands far away, if the two objects were entangled in the past. Such a feature was named `spooky action at distance' by Einstein, so to underline that it was something he was not comfortable with. Notwithstanding such long distance influence, the No-Communication theorem -- which has been developed within the framework of Quantum Mechanics -- forbids instantaneous information transfer between distant observers. Within such a theorem, a measurement is considered a single act of extracting information from the quantum system at a particular instant of time. Any measurement process involves a wavefunction reduction (or collapse), which entails, for the quantum system, an abrupt and non-deterministic evolution which lies outside the domain of the Schrodinger equation. By exploiting this, here we show that, when more measurements are performed in a row, only the first one is subject to the No-Communication theorem, since the following ones are made on the quantum system that already underwent a non-deterministic evolution due to the first one. As example, we construct a thought experiment, with the aim to show how the spooky action at distance could be recorded.
Spooky Action at a Distance In the context of correlation experiments involving pairs of experiments performed at very nearly the same time in very far-apart experimental regions, Einstein famously said [1], But on one supposition we should in my opinion hold absolutely fast: “The real factual situation of the system S2 is independent of what is done with system S1 which is spatially separated from the former.” This demand is incompatible with the basic ideas of standard (Copenhagen/orthodox) quantum mechanics, which makes two relevant claims: (1) Experimenters in the two labs make “local free choices” that determine which experiments will be performed in their respective labs. These choices are free in the sense of not being predetermined by the prior history of the physically described aspects of the universe, and they are localized in the sense that the physical effects of these free choices are inserted into the physically described aspects of the universe only within the laboratory in which the associated experiment is being performed. (2) These choices of what is done with the system being measured in one lab can (because of a measurement-induced global collapse of the quantum state) influence the outcome of the experiment performed at very close to the same time in the very faraway lab. This influence of what is done with the system being measured in one region upon the outcome appearing at very nearly the same time in a very faraway lab was called “spooky action at a distance” by Einstein, and was rejected by him as a possible feature of “reality.” John Bell's Quasi-classical Statistical Theory Responding to the seeming existence in the quantum world of “spooky actions,” John Bell [2] proposed a possible alternative to the standard approach that might conceivably be able to reconcile quantum spookiness with “reality.” This alternative approach rests on the fact that quantum mechanics is a statistical theory.We already have in physics a statistical theory called “classical statistical mechanics.”
In the interpretation of Quantum Mechanics, there were four major mistakes done at different levels: (1)A misinterpretation of Bell’s theorem in which the original intent did not include non-locality, but as a test to see whether or not a particle has a certain property that can be measured. (2)A misinterpretation of the disagreement between Einstein and Bohr. Einstein’s objection to the collapse of the wave function implied a spooky action at a distance, while Bohr insisted on the instantaneous collapse of the wave function which he mistook to be a real wave. (3)A misinterpretation that the wave function represents a real wave when in actuality it represents the possible states of a quantum system before a measurement. (4)When Bell’s theorem was violated by a quantum system, those violations were misinterpreted as evidence of an instantaneous collapse of the wave function and non-locality. We will argue: there is no collapse of the wave function. Bell’s theorem is not about non-locality. There is no spooky action at a distance. And Quantum Mechanics is about measuring quantities at the microscopic scales and in doing so, these quantities are altered. So what we get is partial knowledge. But in spite of that obstacle, we still get a theory of reality with considerable success.
I have been arguing that quantum nonlocality, deeply entrenched in the present formalism of quantum mechanics and widely believed as a reality by physicists, is in fact absent. Spooky nonlocal state reduction is the most, and perhaps the only irrational feature of present day physics. There are experimental results that reject nonlocal state reduction at a distance. Also, there are arguments that show that signal locality itself can be violated if there is true nonlocal collapse of the wavefunction. The Bell's inequalities, the violation of which polarized physicists in favour of nonlocality, arise not due to nonlocality, but due to ignoring prior information on correlations encoded in the phase of local probability amplitudes. Here I discuss an experiment involving particles entangled in energy and time variables that shows that there is no nonlocal state reduction during measurements on entangled particles. Quantum mechanics is inconsistent if it includes the concept of wavefunction collapse as a physical process for entangled multi-particle systems.
A single quantum particle can be described by a wavefunction that spreads over arbitrarily large distances; however, it is never detected in two (or more) places. This strange phenomenon is explained in the quantum theory by what Einstein repudiated as ‘spooky action at a distance’: the instantaneous nonlocal collapse of the wavefunction to wherever the particle is detected. Here we demonstrate this single-particle spooky action, with no efficiency loophole, by splitting a single photon between two laboratories and experimentally testing whether the choice of measurement in one laboratory really causes a change in the local quantum state in the other laboratory. To this end, we use homodyne measurements with six different measurement settings and quantitatively verify Einstein’s spooky action by violating an Einstein–Podolsky–Rosen-steering inequality by 0.042±0.006. Our experiment also verifies the entanglement of the split single photon even when one side is untrusted. Quantum mechanics exhibit many unusual features, including Einstein’s so-called ‘spooky action at a distance’, wherein a wavefunction collapses at all points except where it is detected. Using homodyne measurements, Fuwa et al. verify this effect for a single photon split between two labs.
The term `spooky action at a distance' was coined by A. Einstein to show inconsistency of quantum mechanics with the principle of locality and reality. However, quantum mechanics is nonlocal and violates Bell's inequality. A quantum state measurement of a particle of an entangled pair collapses the total quantum state and the quantum state of the distant particle is immediately determined without making any interaction with it. The isolated collapsed quantum state of both particles remains unentangled in the future. An inertial frame of reference moving with a relativistic speed perceives these events differently is space and time and their simultaneity is relative. In this paper, it is shown that the quantum state collapse happens not only in the present but it also happens in the past of the collapse event.
It is known that outcomes of space-like separated measurements of entangled particles are interdependent. As in the classical physics no one saw action-at-a-distance, not mediated by some real communication using a carrier, people look for some mediator that makes possible an influence-passing between the distant particles. The wave function does not comprise such a kind of object. The present text tries to incorporate the mediator in the formalism of the quantum mechanics. The result is a contradiction.