Nature Physics on quantum foundations

In summary: Already the 1st paragraph tells me why the philosophical part of what they call "quantum foundations" really is pretty questionable.
  • #421
haushofer said:
But what's wrong with that? In certain cases the wavefunction is sharply peaked, which means that the quantum particle exhibits "classical behaviour". But that doesn't make it a "classic particle".

Just because a sheep can be fluffy it doesn't mean it's a pillow; we just perceive that in that case (unshaved) it shows "pillow-like behaviour".

Maybe it's nomenclature, but the wave-particle duality is not a statement about the ontology of quantum particles, afaik. That's why I'm surprised by VanHees' adament statement.

But maybe this is off-topic.

Indeed.

https://opg.optica.org/oe/fulltext.cfm?uri=oe-26-4-4470&id=381585"we demonstrate the new measure of wave-particle duality based on two kinds of coherence measures quantitatively for the first time. The wave property, quantified by the coherence in the l1-norm measure and the relative entropy measure, can be obtained via tomography of the target state, which is encoded in the path degree of freedom of the photons. The particle property, quantified by the path information, can be obtained via the discrimination of detector states, which is encoded in the polarization degree of freedom of the photons. Our work may deepen people’s understanding of coherence and provide a new perspective regarding wave-particle duality.".
 
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  • #422
Lynch101 said:
Q1A: Do the [far-distant] parts have definite values from the moment they leave the preparation device and along their travel towards the measurement devices of Alice and Bob, with the correlations being explained by virtue of their shared preparation?

as symmetrical law.

.
 
  • #423
physika said:
Indeed.

https://opg.optica.org/oe/fulltext.cfm?uri=oe-26-4-4470&id=381585"we demonstrate the new measure of wave-particle duality based on two kinds of coherence measures quantitatively for the first time. The wave property, quantified by the coherence in the l1-norm measure and the relative entropy measure, can be obtained via tomography of the target state, which is encoded in the path degree of freedom of the photons. The particle property, quantified by the path information, can be obtained via the discrimination of detector states, which is encoded in the polarization degree of freedom of the photons. Our work may deepen people’s understanding of coherence and provide a new perspective regarding wave-particle duality.".
The notion of wave-particle duality is still quite popular in experimental physics, but not in theoretical physics. This notion describes well how objects appear in experiments, but is not very useful in explaining why they appear so.
 
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  • #425
Demystifier said:
Today the arxiv version appeared. https://arxiv.org/abs/2211.01331
Sabine Hossenfelder on Twitter said:
There seems to be a typo in the arxiv version "hidden variable theories quantum mechanics" should be "hidden variable theories that reproduce quantum mechanics", sorry about that
 
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  • #426
Demystifier said:
Today the arxiv version appeared. https://arxiv.org/abs/2211.01331
off topic
Why is that a paper!? Surely it is just a comment. Also how is it that so many papers in the foundations are a 5 page blow up of something that can be said in a paragraph!
 
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  • #427
Demystifier said:
the observed violations of Bell’s inequality can be said to show that maintaining local causality requires violating statistical independence. [...] Types of local hidden variables theories that violate statistical independence include those that are superdeterministic, retrocausal [or] supermeasured.
Hance and Hossenfelder said:
the observed violations of Bell’s inequality can be said to show that maintaining local causality requires violating statistical independence. [...] Types of local hidden variables theories that violate statistical independence include those that are superdeterministic, retrocausal [or] supermeasured.

The normal notion of statistical indepdencence is defined for events that belong to the same sample space. Again here is the question how we map mathematics to reality: Does the sampling at Alice and Bob belong to the same "sample space"? Ie. is this abstracted mapping satisfactory?

I tend not to think so. The only way it can be so, is when you entertain the common idea that Alice and Bob has pointers that store to the common classical environment. But this ignores the "internal inteactions" going on, ie. the physics between observers.

If you think about this, the "violation of statistical independence" is not really something strange, because there is not one sample space to start with. I think we can not avoid the physics of interacting observers, just thinking of the observes are something that "writes to classical memory", isn't satisfactory because it's not subject to an actual sampling process anyway.

/Fredrik
 
  • #428
Without liking to read that "paper", it's clear that you get a usual probability measure in QT only for experiments that can be done in reality, i.e., if you have the joint measurement of the photons' polarization by Alice and Bob for a two-photon system, you get a probability for each possible outcome and these probabilities add up to 1.

If you want to test the Bell inequality you have to repeat the corresponding set of experiments with measuring polarizations in different directions at A and B on an ensemble of equally prepared photon pairs. QT describes only experiments that can be really done in the lab and not fictitious ones that cannot be done in the lab!
 
  • #429
martinbn said:
off topic
Why is that a paper!? Surely it is just a comment.
Technically, it's a correspondence.
martinbn said:
Also how is it that so many papers in the foundations are a 5 page blow up of something that can be said in a paragraph!
Can you give other examples?
 
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  • #430
Well, the EPR paper and even more Bohr's answer to it are examples ;-). SCNR.
 
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  • #431
martinbn said:
off topic
Why is that a paper!? Surely it is just a comment. Also how is it that so many papers in the foundations are a 5 page blow up of something that can be said in a paragraph!

...that is only one page
🤭
 
  • #432
Demystifier said:
Can you give other examples?
Yes, pick three random papers, chances are one will be an example.
 
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  • #433
vanhees71 said:
Well, the EPR paper and even more Bohr's answer to it are examples ;-). SCNR.
OK, explain the EPR paper in one paragraph! :-p
 
  • #434
martinbn said:
Yes, pick three random papers, chances are one will be an example.
Pick from which sample?
 
  • #435
Demystifier said:
Pick from which sample?
Why, are you going to write a paper on it?
 
  • #436
Demystifier said:
OK, explain the EPR paper in one paragraph! :-p
"We don't believe in the probablistic behavior of nature as predicted by quantum theory and assume that there may be some other better theory, which we cannot specify in detail though." ;-).
 
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  • #437
vanhees71 said:
Well, the EPR paper and even more Bohr's answer to it are examples ;-). SCNR.
Demystifier said:
OK, explain the EPR paper in one paragraph! :-p
vanhees71 said:
"We don't believe in the probablistic behavior of nature as predicted by quantum theory and assume that there may be some other better theory, which we cannot specify in detail though." ;-).
Cool! Can you do the same for Bohr's answer?
 
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  • #438
That's an even greater challenge ;-). I've to check, whether today I can interpret something into Bohr's answer. Some years ago, I couldn't make sense of it at all.
 
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  • #439
vanhees71 said:
"We don't believe in the probablistic behavior of nature as predicted by quantum theory and assume that there may be some other better theory, which we cannot specify in detail though." ;-).
Isn't it the explanatory level for the probabilistic behaviour, in a way that complies to both observation and various hailed principles of physical interactions that makes quantum theory is "incomplete"? Quantum theory describes experiments, but does not provide explanations beyond that it follows from the hamiltonian of the complete system[the hamiltonian which is INPUT to the predictions; on par with initial conditions].

I think critique is still valid. Bell inequality just shot down the simplest possible option for explanation of objective ignorance explanation(ie bell style HV). This also corresponds to the naive form of incompletness. I consider this particular horse beaten dead.

But that does not make the original, deeper concern go away if you think about the whole problem, just because noone yet has a deeper satisfactoty theory at hand. Many use the success to QM as an argument to ignore the subtle issue, but as long as the completion with all forces is missing, I think the whole question is open.

/Fredrik
 
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  • #440
Fra said:
Isn't it the explanatory level for the probabilistic behaviour, in a way that complies to both observation and various hailed principles of physical interactions that makes quantum theory is "incomplete"? Quantum theory describes experiments, but does not provide explanations beyond that it follows from the hamiltonian of the complete system[the hamiltonian which is INPUT to the predictions; on par with initial conditions].
Quantum theory is as complete as any other physical theory. As with any physical theory this statement depends on what we know about nature, and it may change when we learn something new, but so far nobody has learnt, what might be incomplete with quantum theory. Everything that is predicted to be random for a given situation concerning quantum systems has always been observed to be random and even the quantitative predictions (probabilities) have turned out right with amazing accuracy.
Fra said:
I think critique is still valid. Bell inequality just shot down the simplest possible option for explanation of objective ignorance explanation(ie bell style HV). This also corresponds to the naive form of incompletness. I consider this particular horse beaten dead.

But that does not make the original, deeper concern go away if you think about the whole problem, just because noone yet has a deeper satisfactoty theory at hand. Many use the success to QM as an argument to ignore the subtle issue, but as long as the completion with all forces is missing, I think the whole question is open.
That's the point! The true problem is not that QT can explain very many things and contradicts our prejudices and classical physics but that there is a piece missing, i.e., the quantum description of the gravitational interaction, and that's where QT is really incomplete as a scientific theory but this seems not to have anything to do with these philosophical quibbles. Maybe a more comprehensive future theory is more satisfactory for philosophers than QT but that's not of any importance for physics as a natural science.
 
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  • #441
vanhees71 said:
the quantum description of the gravitational interaction, and that's where QT is really incomplete as a scientific theory but this seems not to have anything to do with these philosophical quibbles.
I am guessing that many may agree with this, but just to speak for my own understanding and thinking about this, there is a link between this and the "foundational quibbles", but it's visibility is interpretation dependent. But I totally agree that such potential link goes well beyond the bell style HV anyway. Looking for loopholes for the bells inequality will I think not help unify gravity. I also don't think the original debate or Einstein and Bell specifically had unification gravity in mind.

For me the "link" is not that subtle though, it lies in the interaction between different observer backgrounds(which current QM does not treat well, if at all), and these are associated to different spacetime backgrounds, which is the potential link to gravitational inteaction.

/Fredrik
 
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  • #442
martinbn said:
Also how is it that so many papers in the foundations are a 5 page blow up of something that can be said in a paragraph!
In order to sold "old wine" in "new bottles"!
 
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  • #443
Lord Jestocost said:
In order to sold "old wine" in "new bottles"!

The old wine is just the hidden variable, you can't assess it without buying the bottle first. Once the news of old wine decohered into the market in enough samples to constitute good evidence(and not only single rumours, _one_ bad bottle proves nothing), the bottled are all sold and newer bottles are out for sale. It's a winning concept no matter how.

It's all driven by expectations which is the core lesson anyway. And the games beats anyone trying to nail the fundamental values in the race.

/Fredrik
 
  • #444
Fra said:
But that does not make the original, deeper concern go away if you think about the whole problem, just because noone yet has a deeper satisfactoty theory at hand. Many use the success to QM as an argument to ignore the subtle issue, but as long as the completion with all forces is missing, I think the whole question is open.

/Fredrik
-
Weinberg’s vision

https://cns.utexas.edu/news/steven-weinberg-s-test-of-quantum-mechanics-might-soon-be-realized

"For many years, Weinberg had been deeply dissatisfied with quantum mechanics and envisioned an experiment that might poke holes in the theory, while also providing clues about what to replace it with."

https://journals.aps.org/pra/abstract/10.1103/PhysRevA.94.042117

https://journals.aps.org/pra/abstract/10.1103/PhysRevA.106.032209

.
 
  • #445
physika said:
-
Weinberg’s vision

https://cns.utexas.edu/news/steven-weinberg-s-test-of-quantum-mechanics-might-soon-be-realized

"For many years, Weinberg had been deeply dissatisfied with quantum mechanics and envisioned an experiment that might poke holes in the theory, while also providing clues about what to replace it with."

https://journals.aps.org/pra/abstract/10.1103/PhysRevA.94.042117

https://journals.aps.org/pra/abstract/10.1103/PhysRevA.106.032209

.
I am not sure his ides address the issues I see. Is he looking for modifications of closed QM within the born-markov approxomation? It seem to me that for general stance where the environment(or agent/observer) is a participant and not just a heat bath or passive recorder, such approximations cant hold. Of course a real system is always partially open. Not to mention that you cant screen a system from gravity. But this is to me only half side of the problem.

2 years ago in a webtalk on both hiatory and the future of qft he mentioned asymptotic saftey and string theory and as i recall placed his best on strings, comparing them.

But he also said that ay the fundamental level (including also gravity) he didnt think qft would survive as fundamental best understanding but would remain as an effective tool.

Edit:

/Fredrik
 
  • #446
Well, I don't think that Lindblad equations are a solution. They are approximations to describe the time evolution of open quantum systems enforcing Markovian dynamics for processes that a priori are non-Markovian. It's not even guaranteed to yield the correct equilibrium long-time limit without special care.
 
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  • #447
vanhees71 said:
"We don't believe in the probablistic behavior of nature as predicted by quantum theory and assume that there may be some other better theory, which we cannot specify in detail though." ;-).
Hey, I know this is a joke but I thought this was an interesting "challenge" so I thought I'd give my own go.

I'd say the EPR paper is not directly associated with probability but is rather that the combination of:
  1. A weak form of realism
  2. Locality
  3. The correlations in certain entangled states

Implies that quantum mechanics is incomplete. Incomplete meaning that you can derive the existence of facts that the theory should be able to predict that it doesn't.

Bohr's response is basically that even the weak form of realism assumed in (1) is not true in quantum theory and so the EPR theorem has no hold on quantum mechanics.

I would say the GHZ no-go theorem, involving three possible measurements on three spin-1/2 particles, is a better demonstration of the EPR argument and Bohr's rebuttal than the original scenario, which involves two measurements on two spin-1/2 particles*.

I can go into more detail if anybody wants :smile:.

*Technically this is Bohm's version of EPR. The original actually involved position and momentum, but mathematically it makes no difference.
 
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  • #448
Fra said:
But he also said that ay the fundamental level (including also gravity) he didnt think qft would survive as fundamental best understanding but would remain as an effective tool.

That is the well known effective field theory approach that Weinberg was always a proponent of. Actually I cant think of any well known physicist that wasn't. Bohm maybe?

https://arxiv.org/abs/2101.04241

Thanks
Bill
 
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  • #449
bhobba said:
That is the well known effective field theory approach that Weinberg was always a proponent of. Actually I cant think of any well known physicist that wasn't.
I think anybody who tries hard to make QFT mathematically rigorous is not a proponent of effective field theory approach. Big names include Haag and Wightman. On that matter see also http://philsci-archive.pitt.edu/8890/
 
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  • #450
bhobba said:
That is the well known effective field theory approach that Weinberg was always a proponent of.
For me the difference lies more in what to settle with and what to explore more.

For me at least, the stance to see the standard model as an effective theory, is not a final answer to rest with or a disclaimer for not looking further into theory and just stick to experimentally calibrating the models we have. Some may also have the view that renormalization group theory is all the "scaling of theory" we need.

It on the contrary suggests that we should seek further explanatory power is to be found not in the parameters or structure of the current effective theory iteself but in trying to understand the context of where effective theories form and evolve in the bigger context of a theory of theory (of which there are competing ideas). Here I have a feeling physicist take on different stances, but my feeling is that many belong to the first camp that uses the effective view more like an excuse to not look forther. I make the exact opposite conclusion.

/Fredrik
 
  • #451
Fra said:
Quantum theory describes experiments, but does not provide explanations

Right, Just describes.

No more.
 
  • #452
physika said:
Right, Just describes.

All mathematical models just describe reality (whatever that is). The map is not the territory. We do not discuss philosophy here but for your own personal interest you may wish to investigate if we, as human beings, only ever have deceptions of reality. But here is not the place to do it, except to note that is what theories in physics are.

Thanks
Bill
 
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  • #453
bhobba said:
All mathematical models just describe reality (whatever that is).
Most scientific theories offer explanations (whatever that is). Quantum theory is perhaps the only scientific theory for which a large fraction of scientists say that it should only be used for quantitative predictions, not for qualitative explanations.
 
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  • #454
Demystifier said:
Most scientific theories offer explanations (whatever that is). Quantum theory is perhaps the only scientific theory for which a large fraction of scientists say that it should only be used for quantitative predictions, not for qualitative explanations.
I don't see the difference between QM and any other. Can you give an example?
 
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  • #455
Demystifier said:
Most scientific theories offer explanations (whatever that is). Quantum theory is perhaps the only scientific theory for which a large fraction of scientists say that it should only be used for quantitative predictions, not for qualitative explanations.

martinbn said:
I don't see the difference between QM and any other. Can you give an example?

Physiology.
 
<h2>1. What is the significance of studying quantum foundations in Nature Physics?</h2><p>Studying quantum foundations in Nature Physics allows scientists to better understand the fundamental principles and laws that govern the behavior of the quantum world. This can lead to advancements in technology, such as quantum computing, and a deeper understanding of the nature of reality.</p><h2>2. What are some current topics of research in quantum foundations in Nature Physics?</h2><p>Some current topics of research in quantum foundations include quantum entanglement, quantum measurement, and the role of information in quantum systems. Scientists are also exploring the implications of quantum mechanics for our understanding of space, time, and causality.</p><h2>3. How does quantum mechanics challenge our classical understanding of physics?</h2><p>Quantum mechanics challenges our classical understanding of physics by introducing concepts such as superposition, entanglement, and non-locality. These concepts go against our intuition and classical laws of physics, but have been repeatedly confirmed through experiments.</p><h2>4. What are some potential applications of quantum foundations research?</h2><p>Some potential applications of quantum foundations research include quantum cryptography for secure communication, quantum sensors for precise measurements, and quantum simulations for studying complex systems. It may also lead to a better understanding of the origins of the universe and the nature of consciousness.</p><h2>5. How does studying quantum foundations contribute to the overall field of physics?</h2><p>Studying quantum foundations contributes to the overall field of physics by providing a deeper understanding of the fundamental laws that govern the behavior of matter and energy. It also has the potential to bridge the gap between quantum mechanics and general relativity, leading to a more complete theory of physics.</p>

1. What is the significance of studying quantum foundations in Nature Physics?

Studying quantum foundations in Nature Physics allows scientists to better understand the fundamental principles and laws that govern the behavior of the quantum world. This can lead to advancements in technology, such as quantum computing, and a deeper understanding of the nature of reality.

2. What are some current topics of research in quantum foundations in Nature Physics?

Some current topics of research in quantum foundations include quantum entanglement, quantum measurement, and the role of information in quantum systems. Scientists are also exploring the implications of quantum mechanics for our understanding of space, time, and causality.

3. How does quantum mechanics challenge our classical understanding of physics?

Quantum mechanics challenges our classical understanding of physics by introducing concepts such as superposition, entanglement, and non-locality. These concepts go against our intuition and classical laws of physics, but have been repeatedly confirmed through experiments.

4. What are some potential applications of quantum foundations research?

Some potential applications of quantum foundations research include quantum cryptography for secure communication, quantum sensors for precise measurements, and quantum simulations for studying complex systems. It may also lead to a better understanding of the origins of the universe and the nature of consciousness.

5. How does studying quantum foundations contribute to the overall field of physics?

Studying quantum foundations contributes to the overall field of physics by providing a deeper understanding of the fundamental laws that govern the behavior of matter and energy. It also has the potential to bridge the gap between quantum mechanics and general relativity, leading to a more complete theory of physics.

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