In summary, the PBS Video Comment "What If Physics IS NOT Describing Reality" explores the philosophical implications of physics and its relationship to the true nature of reality. It raises questions about whether scientific theories accurately reflect the world or merely serve as useful models. The commentary delves into the limitations of physics, the role of perception, and the possibility that our understanding of reality may be fundamentally flawed, encouraging viewers to reconsider the assumptions underlying scientific inquiry.
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PBS Space Time produces some very good videos on the foundations of quantum mechanics (QM), so let me comment on their video What If Physics IS NOT Describing Reality to provide (crucial) missing information. This comment pertains only to the first 9 min of the video, i.e., it has nothing to do with “entropic uncertainty,” so you don’t have to watch more than that before reading my comment. After reading my comment, hopefully, you will appreciate that the physics of the quantum reconstruction program (defined below) is well-grounded in reality.
In 1996, Rovelli challenged physicists [1] to derive the formalism of QM from “physical principles and postulates” like Einstein derived the Lorentz transformations of special relativity (SR) from the relativity principle and light postulate. There were many takers for the challenge, one of which was Zeilinger and his...

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"This axiomatic reconstruction of QM based on information-theoretic principles (quantum reconstruction program) has succeeded in rendering QM a “principle theory” exactly like SR per Rovelli’s challenge."

What does saying QM is a “principle theory” mean? Does it make it any more true? Does it make it unfalsifiable?
 
  • #3
bob012345 said:
"This axiomatic reconstruction of QM based on information-theoretic principles (quantum reconstruction program) has succeeded in rendering QM a “principle theory” exactly like SR per Rovelli’s challenge."

What does saying QM is a “principle theory” mean? Does it make it any more true? Does it make it unfalsifiable?
As stated in my Insight, Rovelli is generally credited with inspiring the quantum reconstruction program (QRP). Here is the quote often used or referenced in QRP papers:
[Q]uantum mechanics will cease to look puzzling only when we will be able to derive the formalism of the theory from a set of simple physical assertions (‘postulates’, ‘principles’) about the world. Therefore, we should not try to append a reasonable interpretation to the quantum mechanics formalism, but rather to derive the formalism from a set of experimentally motivated postulates.

The reasons for exploring such a strategy are illuminated by an obvious historical precedent: special relativity. ... Special relativity is a well understood physical theory, appropriately credited to Einstein’s 1905 celebrated paper. The formal content of special relativity, however, is coded into the Lorentz transformations, written by Lorentz, not by Einstein, and before 1905. So, what was Einstein’s contribution? It was to understand the physical meaning of the Lorentz transformations.
You can see that Rovelli is motivated by a desire to make quantum mechanics "cease to look puzzling." Physicists and philosophers in foundations of physics (foundations community) have been working to "append a reasonable interpretation to the quantum mechanics formalism" for decades, but they have still not produced a consensus interpretation. QRP is an entirely different approach to make quantum mechanics (QM) "cease to look puzzling" in hopes of escaping the quagmire of the interpretations program. The key is to understand the difference between “constructive” and “principle” theories.

In 1919, Einstein wrote:
We can distinguish various kinds of theories in physics. Most of them are constructive. They attempt to build up a picture of the more complex phenomena out of the materials of a relatively simple formal scheme from which they start out. Thus the kinetic theory of gases seeks to reduce mechanical, thermal, and diffusional processes to movements of molecules, i.e., to build them up out of the hypothesis of molecular motion. When we say that we have succeeded in understanding a group of natural processes, we invariably mean that a constructive theory has been found which covers the processes in question.
According to the constructive theory of the kinetic theory of gases, properties such as temperature and pressure of a gas are understood by averaging dynamical and causal facts for the particles of the gas. Temperature is associated with the average kinetic energy of the gas particles and pressure is associated with the average change in momentum of the gas particles in collisions with the container walls.

Most of the foundations community is looking for a constructive account of QM, i.e., an account in terms of dynamical laws and/or mechanistic causal processes (“causal mechanisms” for short). Unfortunately, the foundations community has discovered that if you want a constructive explanation for the observed Bell-inequality-violating correlations predicted by QM (resulting from entanglement), you will have to accept that the world works according to “spooky actions at a distance” (violating locality, as in Bohm’s pilot wave) or that causes from the future create effects in the present (violating statistical independence, as in retrocausality) or that there exists “superdeterministic” causal control of experimental procedures to include the selection of measurement settings (violating statistical independence) or that people can correctly disagree on the outcome of one and the same experiment (violating intersubjective agreement, as in QBism) or that a single experimental measurement can produce all possible outcomes (violating the uniqueness of experimental outcomes, as in Many Worlds). Those are pretty serious implications for reality, consequently there is no consensus constructive account of QM in the foundations community after decades of debate. That's why Rovelli suggested we turn to history for a way out of this morass.

As it turns out, an analogous situation existed in the late 1800’s. At that time, there was no consensus constructive explanation (e.g., the luminiferous aether) for the observer-independence of the speed of light c, i.e., everyone measures the same value for c, regardless of their uniform relative motions (“light postulate” of special relativity (SR)). Einstein also worked on a constructive explanation before giving up, writing:
By and by I despaired of the possibility of discovering the true laws by means of constructive efforts based on known facts. The longer and the more despairingly I tried, the more I came to the conviction that only the discovery of a universal formal principle could lead us to assured results.
That is, confronted with the impasse in trying to explain the observer-independence of c via “constructive efforts” (e.g., length contraction due to the aether), Einstein turned to a “principle” approach. Returning to his 1919 paper, we read:
Along with this most important class of theories there exists a second, which I will call ‘principle-theories’. These employ the analytic, not the synthetic, method. The elements which form their basis and starting point are not hypothetically constructed but empirically discovered ones, general characteristics of natural processes, principles that give rise to mathematically formulated criteria which the separate processes or the theoretical representations of them have to satisfy. Thus the science of thermodynamics seeks by analytical means to deduce necessary conditions, which separate events have to satisfy, from the universally experienced fact that perpetual motion is impossible.
We see that, per Einstein, a principle theory is one whose formalism follows from an empirically discovered fact, e.g., thermodynamics from the impossibility of perpetual motion. So, instead of finding a causal mechanism for the observer-independence of c, Einstein said it had to follow from the relativity principle -- the laws of physics (to include their constants of Nature) are the same in all inertial reference frames. That is, since c is a constant of Nature according to Maxwell's electromagnetism, the relativity principle says c must be the same in all inertial reference frames. And, since inertial reference frames are related by uniform relative motions (boosts), the relativity principle tells us the light postulate must obtain. So, SR is a principle theory because its kinematics (Lorentz transformations) follows from an empirically discovered fact (the light postulate). And, importantly, the light postulate is justified by the relativity principle.

Today, this understanding of the Lorentz transformations is so widely accepted that it appears in introductory physics textbooks without qualifications like "we still don't know how Nature makes it happen." Take for example, this excerpt from "Physics for Scientists and Engineers with Modern Physics 5e," R. Knight, Pearson, San Francisco p. 1057 (2022):
1722604957676.png

Debates about whether the froth or jelly or vortex model of the aether provides the best understanding of the observer-independence of c are long gone. See also this Paul Mainwood article, "What Do Most People Misunderstand About Einstein's Theory of Relativity?"

So, given that QRP has rendered QM a principle theory exactly like SR, perhaps QM will now be "a well understood physical theory" like SR. And, the foundations community can leave behind the morass of "constructive efforts" like the froth, jelly and vortex models of the luminiferous aether, the pilot wave, retrocausality, superdeterminism, QBism, and Many Worlds. But, that's for history to decide :-)
 
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Moderator's note: Thread moved to quantum interpretations/foundations subforum.
 
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The semantics employed by Matt O'Dowd are worth a note.
You can draw a distinction between the world and our knowledge of the world. But everything in this world has this same "knowledge" limitation. Everything is an observer. So pursuing how the knowledge limitation works is a direct study of the mechanics.
His semantics are useful communication tools - but no more than that.
And he does discuss the antithesis to this semantical distinction - the notion of "bit to it".
 

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