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A thought experiment ask, is Quantum Awareness fundamental to the universe?
Orch Or and other theories of consciousness need to be looked at with an open mind. In this article, I want to talk about a thought experiment that I came up with called, Can Wigner’s Friend Lie? This thought experiment is a twist on the Wigner’s friend thought experiment by Nobel prize winning Physicist Eugene Wigner. Wigner’s friend says, his friend in a laboratory carries out a quantum measurement on a system like an electron or photon. In this case, he’s performing a polarization measurement on a photon and he will observe if the photon is in vertical or horizontal polarization. He carries out the measurement and writes down in his notebook that he measured vertical polarization of the photon at 1 PM. In the lab, Wigner’s friend has caused the wave function to “collapse.” For Wigner outside of the lab, it’s a different story. Wigner can look at the photon and a record of his friend’s measurement and do an interference measurement and measure interference. Wigner can conclude that his friend didn’t carry out a measurement in the lab and the wave function Wigner measures is in superposition according to the linearity of the quantum mechanical equations. So the laboratory is in a superposition that includes Wigner’s friend who measured verticlal polarization and Wigner’s friend who measured horizontal polarization. Wigner’s wave function didn’t collapse although the wave function for his friend in the lab clearly collapsed and he has written down a record of this result. Wigner can only carry out an interference measurement and measure interference as long as he doesn’t have any knowledge and isn’t conscious of his friend’s measurement. If his friend calls and says,”Hey Wigner, I measured vertical polarization.” Wigner can no longer measure interference. How is the quantum system aware of what Wigner knows or doesn’t know about it’s state?
I have a strong QA postulate and a weak QA postulate. A weak QA postulate says this Quantum Awareness becomes more dynamic when it interacts with human brains. It becomes self awareness. A strong QA postulate would be a more robust Quantum Awareness that may be more self aware than we are. We can test this by a thought experiment I call,”Can Wigner’s Friend Lie?” It would essentially be the same set up as the Wigner’s friend experiments, but Wigner’s friend would call Wigner and say,”Hey Wigner, I measured horizontal polarization.” Wigner’s friend actually measures vertical polarization and the question is, can Wigner still measure interference when his friend lies to him about the results of his measurement? We already know that Wigner can’t measure interference once he has knowledge of his friend’s measurement. The question is, is this Quantum Awareness so robust that it even knows when Wigner is being lied to and he actually doesn’t have knowledge of the state of a quantum system even when Wigner doesn’t know he’s being lied to?
The scientific method relies on facts, established through repeated measurements and agreed upon universally, independently of who observed them. In quantum mechanics the objectivity of observations is not so clear, most markedly exposed in Wigner’s eponymous thought experiment where two observers can experience seemingly different realities. The question whether the observers’ narratives can be reconciled has only recently been made accessible to empirical investigation, through recent no-go theorems that construct an extended Wigner’s friend scenario with four observers. In a state-of-the-art six-photon experiment, we realize this extended Wigner’s friend scenario, experimentally violating the associated Bell-type inequality by five standard deviations. If one holds fast to the assumptions of locality and free choice, this result implies that quantum theory should be interpreted in an observer-dependent way.
The Wigner's friend paradox concerns one of the most puzzling concepts of quantum mechanics: the consistent description of multiple nested observers. Recently, a variation of Wigner's gedankenexperiment, introduced by Frauchiger and Renner, has lead to new debates about the self-consistency of quantum mechanics. We propose a simple single-photon interferometric setup implementing their scenario, and use our reformulation to shed a new light on the assumptions leading to their paradox. From our description, we argue that the three apparently incompatible properties used to question the consistency of quantum mechanics correspond to two logically distinct contexts: either assuming that Wigner has full control over his friends' lab, or conversely that some part of the labs remain unaffected by Wigner's subsequent measurements. The first context may be seen as the quantum erasure of the memory of Wigner's friend. We further show these properties are associated with observables which do not commute, and therefore cannot take well-defined values simultaneously. Consequently, the three contradictory properties never hold simultaneously.
originally posted by: CopeLongCut
What's the question?
originally posted by: CopeLongCut
I am not trying to break your balls. I read you post, with your opinion, linked articles and posted quotes. . But, I didn't see a question anywhere in your post. I could give an opinion. If that is what you were expecting. a reply to: neoholographic
originally posted by: Romeopsi
a reply to: neoholographic
Interesting article.
The results of that experiment might say a lot about observation.
I've always liked Wigner's friend and I think it poses some serious questions alongside Schrodinger's cat.
Once again you take some interesting science, and put some kind of twisted spin on it. Your first source there is not a scientific source, this is his next blog post after that one:
originally posted by: neoholographic
hwimberlyjr.medium.com...
advances.sciencemag.org...
arxiv.org...
Wigner's friend is destroying the notion of materialism once again and posing serious questions about the role of the observer, consciousness and is there really an objective reality.
...quantum theory cannot be extrapolated to complex systems, at least not in a straightforward manner.
In fact it was Hugh Everett who had something similar to Wigner's friend experiment in an early draft of his doctoral thesis, though it's thought that since Wigner was Everett's teacher, they probably discussed the idea.
“People in the foundations of quantum mechanics rapidly dismiss Wigner’s view as spooky and ill-defined because it makes observers special,” says David Chalmers, a philosopher and cognitive scientist at New York University. Today most physicists concur that inanimate objects can knock quantum systems out of superposition through a process known as decoherence. Certainly, researchers attempting to manipulate complex quantum superpositions in the lab can find their hard work destroyed by speedy air particles colliding with their systems. So they carry out their tests at ultracold temperatures and try to isolate their apparatuses from vibrations.
Several competing quantum interpretations have sprung up over the decades that employ less mystical mechanisms, such as decoherence, to explain how superpositions break down without invoking consciousness. Other interpretations hold the even more radical position that there is no collapse at all. Each has its own weird and wonderful take on Wigner’s test. The most exotic is the “many worlds” view, which says that whenever you make a quantum measurement, reality fractures, creating parallel universes to accommodate every possible outcome.
“If you think quantum mechanics is unhealthy, and it needs replacing, then this is useful because it tells you new constraints,” Vaidman says. “But I don’t agree that this is the case—many worlds explains everything.”
All physical interactions are, at bottom, quantum interactions, and must ultimately be governed by the same rules. Thus, an interaction between two particles does not, in RQM, differ fundamentally from an interaction between a particle and some "apparatus". There is no true wave collapse, in the sense in which it occurs in the Copenhagen interpretation.
Because "state" is expressed in RQM as the correlation between two systems, there can be no meaning to "self-measurement". If observer O measures system S, S's "state" is represented as a correlation between O and S. O itself cannot say anything with respect to its own "state", because its own "state" is defined only relative to another observer, O'. If the S+O compound system does not interact with any other systems, then it will possess a clearly defined state relative to O'. However, because O's measurement of S breaks its unitary evolution with respect to O, O will not be able to give a full description of the S+O system (since it can only speak of the correlation between S and itself, not its own behaviour). A complete description of the (S+O)+O' system can only be given by a further, external observer, and so forth.
Taking the model system discussed above, if O' has full information on the S+O system, it will know the Hamiltonians of both S and O, including the interaction Hamiltonian. Thus, the system will evolve entirely unitarily (without any form of collapse) relative to O', if O measures S. The only reason that O will perceive a "collapse" is because O has incomplete information on the system (specifically, O does not know its own Hamiltonian, and the interaction Hamiltonian for the measurement).
You're not familiar with many of the things you talk about, this is another example. There doesn't need to be collapse of a universal wave function for Everett's thesis to be true, neither his original thesis of "universal wave function" nor the later adaptation of that by others called "many worlds" has any wave function collapse.
originally posted by: neoholographic
a reply to: Arbitrageur
The things you're saying have nothing to do with the actual Wigner's friend experiment that was carried out and confirmed Wigner's friend on a microscopic level. There's no evidence of some universal wave function. It's a fantasy that can never be tested and isn't scientific.
What can be tested is the fact observers knowledge or lack therof "collapses" or appears to collapse the wave function in the observers reference frame which matches Carlos Rovelli's Relational quantum mechanics not many worlds. MWI wants to reduce and avoid the role of the observer which is a belief not science. There's no way to test these many worlds or observe them. There's no clear definition when these worlds actually occur. Are these all physical worlds? Let's look what happened during the actual experiment.
Have you read the recent Wigner friend's experiments? There's no evidence of a universal collapse of the wave function.
Again, there's no universal collapse of the wave function.
originally posted by: neoholographic
Here's some more recent Wigner friend studies:
...
advances.sciencemag.org...
A compelling way to accommodate our result is then to proclaim that facts of the world can only be established by a privileged observer—e.g., one that would have access to the “global wavefunction” in the many worlds interpretation
The scientific method relies on facts, established through repeated measurements and agreed upon universally, independently of who observed them. In quantum mechanics the objectivity of observations is not so clear, most markedly exposed in Wigner’s eponymous thought experiment where two observers can experience seemingly different realities. The question whether the observers’ narratives can be reconciled has only recently been made accessible to empirical investigation, through recent no-go theorems that construct an extended Wigner’s friend scenario with four observers. In a state-of-the-art six-photon experiment, we realize this extended Wigner’s friend scenario, experimentally violating the associated Bell-type inequality by five standard deviations. If one holds fast to the assumptions of locality and free choice, this result implies that quantum theory should be interpreted in an observer-dependent way.
a reply to: neoholographic
Quantum Mechanics is observer dependent
You post a source. I re-cite your source, and post an exact quote from your source. You saying it has nothing to do with your thread is an incoherent statement on your part.
originally posted by: neoholographic
When you respond please address the actual issue not a bunch of bloviating that has nothing to do with the thread.
originally posted by: neoholographic
Here's some more recent Wigner friend studies:
...
advances.sciencemag.org...
A compelling way to accommodate our result is then to proclaim that facts of the world can only be established by a privileged observer—e.g., one that would have access to the “global wavefunction” in the many worlds interpretation
That depends on who you ask. What neo calls a "scientific materialist" believes it's there before it's observed but in a state we are not familiar with.
originally posted by: Phantom423
a reply to: neoholographic
Quantum Mechanics is observer dependent
Does that mean that the quantum world didn't exist before someone was there to observe it?
originally posted by: neoholographic
What's the basis outside of belief?
I get into a lot of debates surrounding these issues and it amazes me how many scientist and people in general act like the universe must be explained in materialistic terms. There's no reason why this is the case. There's no evidence that an objective material universe exists ...
This question demonstrates the dangers of trying to comprehend modern physics from popularizations.
It is absolutely not true that states of matter do not exist when they are not noticed. If someone tells you this, he is talking nonsense.
The correct statement is that a quantum system usually exists in a state that is not at all like the states of the classical world. Simply put, it cannot be described by ordinary numbers.
This is in contrast with classical objects, which can be described with ordinary numbers. That is to say, their position, their velocity, and other physical properties can be described using simple numerical values.
Now it is true that there is no such thing as a truly classical object: that even people, cats, cannonballs or planets are made of a large number of quantum particles. However, in these systems, all the quantum behavior is averaged out, so to speak, so their behavior is indistinguishable from that of classical systems.
Every once in a while, some properties of a quantum system may be describable by ordinary numbers. When a quantum system is (briefly) in such a classical state, it is said to be in an eigenstate (“eigen” means “own” in German); the value of the property would be the corresponding “eigenvalue”.
This is precisely what happens when a quantum system interacts with a classical system; i.e., when we “measure” something. During the interaction, the quantum system is confined to an eigenstate.
Let me explain this through a common thought experiment: the infamous two-slit experiment. The experiment involves an electron gun that emits electrons which can go through one of two slits before impacting a screen. We find that an interference pattern emerges on the screen; this is true even when we fire the electrons one at a time. You may have heard that this means that every single electron goes through both slits. True, but there is a better way to understand this. When the electron finally arrives at the screen, the screen (a classical object) measures the electron’s position: the electron is now in a “position eigenstate”. En route, however, the electron is not in a position eigenstate. It does not have a position in the classical sense at all. So yes, it goes through both slits and does many other things that classical objects just cannot do (and it is wrong even to try to visualize the electron when it is in this quantum state). But it does not mean the electron’s existence is conditional. It exists all along… its position is just not describable by ordinary numbers. Nor is there any need for consciousness to be involved. The fluorescent screen has no consciousness at all, but it does confine the electron to an eigenstate because it itself is a classical object (or so close to being classical as to be indistinguishable from it).
So no, the existence of the universe does not depend on the presence of life. And many things in this universe are in eigenstates every once in a while simply because of the way they interact with other things which are, for all practical intents and purposes, classical.
Australian scientists have recreated a famous experiment and confirmed quantum physics's bizarre predictions about the nature of reality, by proving that reality doesn't actually exist until we measure it - at least, not on the very small scale.
But in a paper recently published in Science Advances, we show that in the micro-world of atoms and particles that is governed by the strange rules of quantum mechanics, two different observers are entitled to their own facts. In other words, according to our best theory of the building blocks of nature itself, facts can actually be subjective.
Observers are powerful players in the quantum world. According to the theory, particles can be in several places or states at once—this is called a superposition. But oddly, this is only the case when they aren't observed. The second you observe a quantum system, it picks a specific location or state—breaking the superposition. The fact that nature behaves this way has been proven multiple times in the lab—for example, in the famous double slit experiment (see video).
According to a well-known theory in quantum physics, a particle’s behavior changes depending on whether there is an observer or not. It basically suggests that reality is a kind of illusion and exists only when we are looking at it. Numerous quantum experiments were conducted in the past and showed that this indeed might be the case.
Now, physicists at the Australian National University have found further evidence for the illusory nature of reality. They recreated the John Wheeler’s delayed-choice experiment and confirmed that reality doesn’t exist until it is measured, at least on the atomic scale.
Take a look at these three statements:
When someone observes an event happening, it really happened.
It is possible to make free choices, or at least, statistically random choices.
A choice made in one place can’t instantly affect a distant event. (Physicists call this “locality”.)
These are all intuitive ideas, and widely believed even by physicists. But our research, published in Nature Physics, shows they cannot all be true – or quantum mechanics itself must break down at some level.
This is the strongest result yet in a long series of discoveries in quantum mechanics that have upended our ideas about reality. To understand why it’s so important, let’s look at this history.
In particle physics, quantum electrodynamics (QED) is the relativistic quantum field theory of electrodynamics. In essence, it describes how light and matter interact and is the first theory where full agreement between quantum mechanics and special relativity is achieved. QED mathematically describes all phenomena involving electrically charged particles interacting by means of exchange of photons and represents the quantum counterpart of classical electromagnetism giving a complete account of matter and light interaction.
In technical terms, QED can be described as a perturbation theory of the electromagnetic quantum vacuum. Richard Feynman called it "the jewel of physics" for its extremely accurate predictions of quantities like the anomalous magnetic moment of the electron and the Lamb shift of the energy levels of hydrogen.[1]:Ch1
you and the other poster are saying some wrong stuff
Was Feynman wrong when he called it the jewel of physics because it makes accurate predictions
you and the other poster makes these asinine statements that are just false
Can Wigner's Friend Lie?