Just a comment on retrocausality, based on one experiment:
Attached there is a 1994 paper (Phys. Rev. A 49, 4176 (1994)), when (I believe) the very first “non-local” image (in this case, an interference pattern) was experimentally detected. See Fig. 1.
Briefly: Calculations and data show that interference fringes could not be seen in a first order interference, at detector D2, because the source (crystal) is too close to the slit.
However, if one sees the light source, not at the crystal (the twin-light source) but as if it is at the detector D1, the effective coherence area over the slits (now bigger because the larger distance) allows interference – and they were detected. See data.
Everything goes as if light propagates from D1 to D2 – propagation time from crystal to D1 is the “retrocausality” time effect. See comments in paper.
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I have been reading more on the 2015 and later Bell experiments, also on basic QM in connection with quantum logic gates.
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If you want me to believe that the 2015 and later Bell experiments took place without particles or bosons then you are living in a post post modern world where black is white. Where physics Nobel prizes are handed out for experiments not even mentioning physics?
https://www.quantamagazine.org/pioneering-quantum-physicists-win-nobel-prize-in-physics-20221004/
Extract: "In a landmark 1998 publication, Zeilinger and his collaborators demonstrated the ability to swap entanglement between photons that had never been in contact with each other."
You may not have noticed it but I am suggesting that entanglemen swapping may have a barrier making it possibly not more than 50% effective. This goes for Bell experiments and quantum computing.
I am not as deeply "immersed" in Bell's experiments as Richard and his opponents, but I have an inner confidence that the problem of photon detection is much more complicated than the scheme that is usually considered in quantum mechanics.
Indeed, in quantum mechanics, light is considered to be composed of indivisible photons that interact with an structureless detector. Thus, it is assumed that the detector, as a whole, responds to the action of a photon.
In fact, from my point of view, everything is exactly the opposite: the detector (regardless of what it is: a photographic plate or a threshold detector) consists of many atoms, which are affected by a continuous classical electromagnetic wave (light). This wave acts on individual atoms, which, generally speaking, are in different states (e.g. due the thermal fluctuations). As a result, different atoms react differently to the action of an electromagnetic wave. This leads to the fact that different atoms of the detector are differently excited in the field of the same electromagnetic wave.
If we consider a photographic plate, then detection occurs as a result of a photochemical reaction on individual photosensitive crystals. Due to the above probabilistic nature of the interaction of a classical electromagnetic wave with atoms (probabilistic not in the quantum meaning, but in the classical meaning), different crystals on a photographic plate will react differently to the action of a classical electromagnetic wave. As a result, we will see (if we look at the level of microcrystals) how different crystals are activated at different times and we get "point" reactions to an incident electromagnetic wave - "blackened" crystals. These point reactions are interpreted (within the "inverted" point of view I mentioned earlier) as being hit by "photons", and on long exposure these point events merge into the well-known interference pattern that demonstrates the wave nature of light. As a result, everyone is talking about wave-particle duality. In reality, this is the result of the interaction of a continuous classical electromagnetic wave with discrete atoms or crystals that are excited non-simultaneously. This is described and analyzed in detail in my papers [11-14] (see the list that I sent you).
If we consider threshold detectors, which are used in coincidence experiments, including experimental verification of Bell's inequalities, then they also consist of many atoms that react differently to an incident electromagnetic wave (light) due to the fact that they are in different statistical state (thermal fluctuations, interaction of atoms with each other, etc.). Threshold detectors are systems that are in an unstable state and their operation occurs as a result of "electrical breakdown" under the action of incident light. Thus, under the action of an incident electromagnetic wave (light), a photoelectric effect occurs on a single atom or on a small group of atoms inside the detector (this is a purely classical effect in the spirit of my Saturday’s talk, see article Ref. 5 from the list that I sent you), in which the excited atom (or a group of atoms) creates a photocurrent. This initial photocurrent is very weak. However, because the system (detector) as a whole is in a metastable state, the resulting photocurrent excites other atoms or groups of atoms. As a result, an avalanche occurs (an avalanche-like increase in electric current inside the detector), which leads to a breakdown of the detector and the appearance of a current pulse (detector click). After that, the detector does not react to the incident light for some time, because it should "charge" and again go into a metastable state.
From my point of view, this is exactly what happens in coincidence experiments and when testing Bell's inequalities, and when discussing these experiments, the mechanism of triggering the detectors must be taken into account. Therefore, in order to answer the question: what do these experiments prove, it is necessary to have a physical model of "single-photon" detectors (which are individual photosensitive crystals of a photographic plate or threshold detectors as a whole).
This question is very interesting and not as simple as it might seem, but without an answer to it, the debate about Bell's experiments will be endless.
That is my point of view.
Best regards,
Sergey
1. Rashkovskiy S.A. Quantum mechanics without quanta: 2. The nature of the electron. Quantum Studies: Mathematics and Foundations, 4 (1) 29-58 (2017). DOI: 10.1007/s40509-016-0085-7.
2. Rashkovskiy S.A. Classical-field model of the hydrogen atom, Indian Journal of Physics, 91 (6), 607-621 (2017). DOI: 10.1007/s12648-017-0972-8.
3. Rashkovskiy S.A. Nonlinear Schrödinger equation and semiclassical description of the light-atom interaction. Progress of Theoretical and Experimental Physics, 2017(1): 013A03 (17 pages) (2017). DOI: 10.1093/ptep/ptw177.
4. Rashkovskiy S.A. Nonlinear Schrodinger equation and classical-field description of thermal radiation. Indian Journal of Physics, (2018), 92(3), 289-302. DOI: 10.1007/s12648-017-1112-1.
5. Rashkovskiy S. Classical field theory of the photoelectric effect. In: Quantum Foundations, Probability and Information, A. Khrennikov, B. Toni (eds.), STEAM-H: Science, Technology, Engineering, Agriculture, Mathematics & Health, Springer International Publishing AG, (2018), 197-214. DOI: 10.1007/978-3-319-74971-6_15.
6. Rashkovskiy S.A. Nonlinear Schrödinger equation and semiclassical description of the microwave-to-optical frequency conversion based on the Lamb–Retherford experiment. Indian Journal of Physics, (2020), 94(2), 161-174. DOI: 10.1007/s12648-019-01476-w.
7. Rashkovskiy, S. A. Self-consistent Maxwell-Pauli theory. Indian Journal of Physics. (2023). DOI: 10.1007/s12648-023-02760-6. See also arXiv preprint arXiv:2203.09466.
8. Rashkovskiy, S. Self-Consistent Maxwell-Dirac Theory. Preprints 2022, 2022040168. DOI: 10.20944/preprints202204.0168.v1.
9. Rashkovskiy, S. Nonlinear Pauli Equation. Preprints 2022, 2022100227. DOI: 10.20944/preprints202210.0227.v1.
10. Rashkovskiy, S. Phenomenological Theory of the Stern-Gerlach Experiment. Preprints, 2022, 2022100478. DOI: 10.20944/preprints202210.0478.v1
11. Rashkovskiy S. A. Are there photons in fact? Proc. SPIE. 9570, The Nature of Light: What are Photons? VI, 95700G. (September 10, 2015) DOI: 10.1117/12.2185010.
12. Rashkovskiy S.A. Semiclassical simulation of the double-slit experiments with single photons. Progress of Theoretical and Experimental Physics, 2015 (12): 123A03 (16 pages) DOI: 10.1093/ptep/ptv162.
13. Rashkovskiy S.A. Quantum mechanics without quanta: the nature of the wave-particle duality of light // Quantum Studies: Mathematics and Foundations, (2016) 3:147–160, DOI: 10.1007/s40509-015-0063-5.
14. Rashkovskiy S. EPRB Gedankenexperiment and Entanglement with Classical Light Waves. Zeitschrift fur Naturforschung A, (2018), 73(6)a, 467-478, DOI: 10.1515/zna-2018-0049.
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On 18 Jul 2023, at 11:24, Pierre Leroy <pierr...@gmail.com> wrote:Dear Richard,
Local realism (in Bell's sense) can be abandoned indeed, but local realism (in the classical sense) is still possible.
Local realism in Bell's sense can be retained to explain CHSH violation, since it can only depend on detection, as Sergey suggests.
Local realism in Bell's sense cannot be kept to explain the violation of Eberhard's inequality, but there remains a local option (in the classical sense) to explain this violation by considering a superluminal influence compatible with relativity.
What Sergey describes, ie a set of atoms globally influenced by a wave look like the notion of context that I described previously.
So it seems to me that one should not be so categorical in saying that a single photon detection model is useless. It is only insufficient to explain everything.Pierre
On 18 Jul 2023, at 13:56, Austin Fearnley <ben...@hotmail.com> wrote:
Richard: "Of course superluminal, retro causal, and superdeterministic explanations are always possible. They explain anything, and hence predict nothing."
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Chantal,
I just saw your email with a note from Sergey. The photoelectric effect seems so well established that I cannot waste my time arguing against classical arguments. Nevertheless, I would like to comment that from photons to photon-statistics there is a huge accumulation of facts, and quantum mechanics has been used to predict photon statistical phenomena that were experimentally verified.
Please see Chapter VI in the attached paper, up to section E (inclusive) for a few derivations of some basic ‘canonical’ statistical predictions for photon distributions (Eqs. 28 to 30). From the photon distribution you still must make the connection to the resulting electronic distribution (due to the photoelectric effect in a detector): this is also well known. All of this is old and well established. References abound.
At least, see some experimental results connected to Eqs. 28 to 30 in “F.T. Arecchi, A. Berné, and P. Burlamacchi, High-Order Fluctuations in a Single-Mode Laser Field”, Phys. Rev. Letters, vol 16, pp.42-35 (1966).
Electric field correlations (in several orders) were well explored by Roy J. Glauber in 1963 … Mandel ... and others.
Cheers,
Geraldo
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Attachments:
- Barbosa-HarnessingNaturesRandomness-PhRBG-ENIGMA_Journal_v1pg47t058-2014.pdf
Alexey,
If I knew what the photon is, in your understanding of the word “knew”, I would be very happy. I just know a few models for the concept of photon and have seen (and done) many experiments trying to expand my knowledge on this idea.
Reality or something else?
The idea of reality for me is based on experiments, not on dogmatic beliefs. If measurements give repetitive results for an experiment, the element under study can be classified as “real” or having reality (=the classical world “model”). In other words, reality for me is just a “model”. In the quantum world “model”, repetitive measurements may show the advent of superpositions, randomness and other things explained by the “model” QM but not by the classical “model”. The classical model can be understood from the QM model, as composed of macroscopic elements where individual phases are averaged out. As you know (as an expert), superconductivity appears when the involved particles acquire a common phase (QM state “model”).
As I mention more than once to you, these “reasonings” end up or originated from our “conscientiousness” – by itself an even more obscure concept.
Geraldo
Chantal,
A theory in Physics MUST explain all observed phenomena to be broadly accepted.
Photons (bosons) show statistical bunching effects and so the photoelectrons generated by them in the measuring process. It seems that some semi-classical models can explain some of these results or aspects of the photoelectric effect.
However, these semi-classical effects do not explain some related measurements. The attached paper shows one of these: “Photon Antibunching in Resonance Fluorescence” (Kimble, Dagenais, and Mandel).
If classical or semi-classical models cannot explain even one phenomenon but a QM model may explain all … one should accept the best one – even if we know that it is incomplete. This is the way that science advances.
Geraldo
Attachments:
- prl39-1977_691_KimbleDagenaisMandel.pdf
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Chantal,
Many great minds made huge contributions for science. Even old ones including Plato, Socrates and so one … and science advanced by little steps. That is, new visions may surpass the old ones and new windows are open … and the process never ends.
There are people that may stick with some old visions, corrected at their time, and refuse to study or accept new ones. They have their “dogmas”, that cannot be challenged. We may call them “religious minds”. Science also has their dogmas, like the concepts of energy conservation, many other “laws” and so on. However, these dogmas are temporary, and they are replaced by new ones according to failures of the older concepts. This is the signature of science: it accepts modifications, it evolves.
Back to photoelectric effect and other quantum “signatures”, some says one aspect or other can be explained classically but they never find a complete view without accepting quantization. For example: light doesn’t need to be quantized, just the atoms need, or some other argument.
The basic point is that the QM “model” explains MANY features where classical models fail.
You may keep repeating some aspects where classical reasoning works and choose to be blind to others where classical ideas fail: a “dogmatic” approach.
Sometimes, special or new tools have to be learned to allow for advances. If you choose not to learn them, you are elevated to the preacher category of some religion.
The “Resonance fluorescence” or the “Hong-Ou-Mandel” effect are just a few examples where classical physics fails to explain. The very basic ideas involved do not need a person to understand all the mathematical or experimental details involved. For example, even a detector click that seems very simple, and I believe you accept without much questioning, it is quite an involved process (it is enough to consider that the simplest detector is a “point” detector constituted by a single “quantum” atom).
Religious preacher or scientific mind, there are not many other choices.
Geraldo
Back to photoelectric effect and other quantum “signatures”, some says one aspect or other can be explained classically but they never find a complete view without accepting quantization. For example: light doesn’t need to be quantized, just the atoms need, or some other argument.
The basic point is that the QM “model” explains MANY features where classical models fail.
You may keep repeating some aspects where classical reasoning works and choose to be blind to others where classical ideas fail: a “dogmatic” approach.
Sometimes, special or new tools have to be learned to allow for advances. If you choose not to learn them, you are elevated to the preacher category of some religion.
I have not dealt with bunching effects in detail, because I am currently interested in atoms, a molecules, etc., but given the illustrative example with the Hanbury Brown and Twiss effect, I think for other cases of bunching effects the answer can be found in classical field theory, taking into account the real process of light emission and detection.
It just needs to be done...
And the words that the classical field theory is not capable of explaining these phenomena does not hold water if we recall the Compton effect, the photoelectric effect, thermal radiation, spontaneous radiation of atoms, etc., which were also positioned as purely quantum effects and which became the reason for the development of orthodox quantum mechanics, because it was argued that without quantization they could not be explained."
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Dear Chantal,
“Computing without a time parameter is nonsensical”
I could not understand this observation. Please clarify. Time evolution in QM computation involves time: |Psi(t)>=e-I H t/hbar |Psi(0)>.
Yes, it is a relative time. Even in relativity the concept of time is somewhat localized (space-time entangled), applied to some event. There is no universal evolution supported in a single universal time.
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Mark,Re low intensity experiment: do you have a concrete example, meaning: what kind of emissions process is it, how do you know when an emission happens, what kind of detector are you using?To me, the question "how can all the energy on the entire screen over one hour land on one single electron in a less than a microsecond" is already problematic :-).Classically, the detection probability is related to the intensity (which I think is quite obvious :-). And where a detection event happens on the screen does not depend on whether another event already happened anywhere else on the screen.So technicaly, there could be two events "simultaneously" (how do you define that, exactly? What is your detection time window? And does the detector have any "dead" time?) . It would of course be extremely rare if the intensity is so low....You would have to compute the probability of seeing two events during that time window. (See equation 12 in the attached paper. )I also attached a powerpoint presentation about this topic and two movies.I hope that is enough material :-).Best wishes,Chantal
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Attachments:
- Photoelectric Effect.pdf
On 23 Jul 2023, at 09:29, Chantal Roth <cr...@nobilitas.com> wrote:
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Bucket | A0 | A1 | B0 | B1 | DA- | DA+ | DB- | DB+ |
0 | 1079 | 969 | 1045 | 1003 | 1056 | 992 | 1020 | 1028 |
1 | 1018 | 1030 | 1031 | 1017 | 1015 | 1033 | 1033 | 1015 |
2 | 990 | 1058 | 1024 | 1024 | 1097 | 951 | 1019 | 1029 |
3 | 1017 | 1031 | 1032 | 1016 | 1069 | 979 | 1072 | 976 |
Richard (et al),I got the data from the ETH experiment (just the time series unfortunately, so there is no raw data apparently anymore).
- - - - - - -
On 30 Jul 2023, at 13:20, Chantal Roth <cr...@nobilitas.com> wrote:
Continued :-)If we try to "undo" the observed correlation and reduce the A+/B+ slightly (regardless of the settings), then we get this:
<image.png>
I reduced the ++ counts slightly (factor 0,95)(Note, the correlation that I noticed for DA+ vs DB+ is about 0,25 )SImilarly, S can easily be increased if we allow a slightly larger correlation of DA+ vs DB+: (factor 1,02)(Again, regardless of the settings)
<image.png>
At minimum, the "p-value" that is reported in the paper clearly does not seem to include any such correlations.So then, how significant are these results when considering these effects?Best wishes,ChantalOn Sun, Jul 30, 2023, at 11:17 AM, Chantal Roth wrote:
Richard (et al),I got the data from the ETH experiment (just the time series unfortunately, so there is no raw data apparently anymore).This is what the data looks like:The following list contains the data of the main Bell test experiment presented in the paper (with 2^20 trials).
Each line corresponds to a single trial, and represents the data in the following format:Input Alice, Output Alice, Input Bob, Output Bob
1, 1, 1, -1
1, -1, 0, -1
1, -1, 1, -1
1, 1, 0, 1
0, 1, 0, 1Here are some intial observations:The counts I see are exactly the ones from the paper (so I am reading and interpreting the data correctly):
<image.png>
<image.png>
I would expect the same lack of trends for the detections as well.However.. this is what I see:
<image.png>
So over time, there are fewer A- results and more A+ resultsThis by itself might be ok.... (but it does raise some questions...).However, I also noticed a small correlation between the A0 input and A+ output (regardless of B):
<image.png>
So when the input setting was set to A0, there is a slight trend to have more A+ results than expected (regardless of the B settings...).There is also a correlation between DA+ and DB+ of 0.25 (regardless of the input values)(So when A registered a +, regardless of the input settings, B also registered a + more often than expected)
<image.png>
The correlations are small, but then again, the value for the CHSH result S=2.07 is also small :-)(and far from the 2.82).I could imagine that such trends can have an influence on the result of S.I think it would be important to quantify how much this would influence S.(Note, you cannot see this if you only look at the totals, one needs to look at the time series)Best wishes,ChantalPS: the trends are the mosty independent of bucket size, so the result is similar for a buchet size of 512 or 1024 etc
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On 30 Jul 2023, at 14:48, Chantal Roth <cr...@nobilitas.com> wrote:
Hi Mark,Yes, it is this experiment: https://static-content.springer.com/esm/art%3A10.1038%2Fs41586-023-05885-0/MediaObjects/41586_2023_5885_MOESM1_ESM.pdfLoophole-free Bell inequality violation with superconducting circuitsi see changes over time and some correlations where there should not be any.It is hard for me to say exactly how much that would influence the result, but it would be good to know. (The simple Excel manipulation can show the trend, but not the exact values).Ideal would be a proper simulation probably that directly demonstrates this effect, but that takes quite some time.It would be nice to see some analysis on this.
Best wishes,ChantalOn Sun, Jul 30, 2023, at 2:29 PM, Karma Peny wrote:
Hi Chanta,Sorry for being a bit dumb, but when you say the "ETH experiment" do you mean the experiment performed earlier this year in which researchers from ETH Zurich attempted the first ever 'loophole-free' Bell test using superconducting circuits, or is it some other experiment? Also, would I be right in describing your results as indicating there is some bias over time?If your calculations are correct, then it is a bit concerning that this type of bias was not checked for by the original team. I guess the original team would probably have realised that something was not quite right if they had done control tests that use non-entangled particles. Great work :)Cheers,Mark
On Sun, Jul 30, 2023 at 12:51 PM Karma Peny <karm...@gmail.com> wrote:
WOW, brilliant investigative work!
On Sun, Jul 30, 2023 at 12:20 PM Chantal Roth <cr...@nobilitas.com> wrote:
Continued :-)If we try to "undo" the observed correlation and reduce the A+/B+ slightly (regardless of the settings), then we get this:
<image.png>
I reduced the ++ counts slightly (factor 0,95)(Note, the correlation that I noticed for DA+ vs DB+ is about 0,25 )SImilarly, S can easily be increased if we allow a slightly larger correlation of DA+ vs DB+: (factor 1,02)(Again, regardless of the settings)
<image.png>
At minimum, the "p-value" that is reported in the paper clearly does not seem to include any such correlations.So then, how significant are these results when considering these effects?Best wishes,ChantalOn Sun, Jul 30, 2023, at 11:17 AM, Chantal Roth wrote:
Richard (et al),I got the data from the ETH experiment (just the time series unfortunately, so there is no raw data apparently anymore).This is what the data looks like:The following list contains the data of the main Bell test experiment presented in the paper (with 2^20 trials).
Each line corresponds to a single trial, and represents the data in the following format:Input Alice, Output Alice, Input Bob, Output Bob
1, 1, 1, -1
1, -1, 0, -1
1, -1, 1, -1
1, 1, 0, 1
0, 1, 0, 1Here are some intial observations:The counts I see are exactly the ones from the paper (so I am reading and interpreting the data correctly):
<image.png>
<image.png>
I would expect the same lack of trends for the detections as well.However.. this is what I see:
<image.png>
So over time, there are fewer A- results and more A+ resultsThis by itself might be ok.... (but it does raise some questions...).However, I also noticed a small correlation between the A0 input and A+ output (regardless of B):
<image.png>
So when the input setting was set to A0, there is a slight trend to have more A+ results than expected (regardless of the B settings...).There is also a correlation between DA+ and DB+ of 0.25 (regardless of the input values)(So when A registered a +, regardless of the input settings, B also registered a + more often than expected)
<image.png>
The correlations are small, but then again, the value for the CHSH result S=2.07 is also small :-)(and far from the 2.82).I could imagine that such trends can have an influence on the result of S.I think it would be important to quantify how much this would influence S.(Note, you cannot see this if you only look at the totals, one needs to look at the time series)Best wishes,ChantalPS: the trends are the mosty independent of bucket size, so the result is similar for a buchet size of 512 or 1024 etc
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Correlations: | ||
A0 | B0 | 0.034 |
A0 | detA- | 0.078 |
A1 | B1 | 0.034 |
A1 | detA+ | 0.078 |
B0 | detB+ | 0.063 |
B1 | detB- | 0.063 |
detA+ | detB+ | 0.248 |
detA- | detB- | 0.248 |
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On 31 Jul 2023, at 09:02, Chantal Roth <cr...@nobilitas.com> wrote:
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<ETH_Bell.xlsx>
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On 31 Jul 2023, at 17:54, Austin Fearnley <ben...@hotmail.com> wrote:
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