QM Measurement: What Do We Need to Know?

In summary, there are different opinions on what constitutes a measurement in quantum mechanics. Some believe it occurs when a macroscopic device interacts with a quantum system and creates an entangled state, while others propose that there might be some new physics involved in the transition from entanglement to definite states. There are also theories such as Bohmian mechanics and relational models that aim to describe all interactions in the same way without any special treatment of measurement. Some scientists, like Penrose, suggest that consciousness plays a role in the measurement process, but this is a matter of philosophical debate. Ultimately, the role of quantum information in understanding the foundations of quantum mechanics is still being explored.
  • #1
EL
Science Advisor
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Interested in opinions:
What is a measurement in QM? I.e. what is needed to make a wavefunction "collapse" and for an instant moment not obey the Schrödinger equation?

Could this "not evolving according to S.E." be a clue that the macroscopic laws of nature can't (in principle) be derived directly from QM, but there has to come in something else between? (I know there are some respected scientist (can't remember names) who are saying that there may be something "between", but I don't know what they are basing that on.)

Before going deeper, I would like to hear what you count as a "measurement"?
 
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  • #2
OK, I can tell this is going to be one of those long discussions, because there are probably as many opinions on this as there are physicists.

For me, a measurement occurs whenever a macroscopic device interacts with a quantum system in such a way that some property of the system becomes correlated with some property of the measuring device. According to the Schroedinger equation, this just creates an entangled state between the system and the measuring device (although you possibly have to include the environment in this as well). The question is how do we move from this entangled state to one of the definite states that we actually observe in the lab.

You can certainly postulate that there might be some new physics going on in this transition. This is the point of view taken in "spontaneous collapse models" and the like. I typically prefer interpretations that describe all interactions in the same way, i.e. ones in which there is nothing special about measurement. A hidden variable theory, such as Bohmian mechanics, is one possibility, but I think I might prefer some yet to be found relational model.
 
  • #3
slyboy said:
OK, I can tell this is going to be one of those long discussions, because there are probably as many opinions on this as there are physicists.

For me, a measurement occurs whenever a macroscopic device interacts with a quantum system in such a way that some property of the system becomes correlated with some property of the measuring device. According to the Schroedinger equation, this just creates an entangled state between the system and the measuring device (although you possibly have to include the environment in this as well). The question is how do we move from this entangled state to one of the definite states that we actually observe in the lab.

You can certainly postulate that there might be some new physics going on in this transition. This is the point of view taken in "spontaneous collapse models" and the like. I typically prefer interpretations that describe all interactions in the same way, i.e. ones in which there is nothing special about measurement. A hidden variable theory, such as Bohmian mechanics, is one possibility, but I think I might prefer some yet to be found relational model.

It is always a joy to see your perspective, becuase yours represents the attempt by LQG to arrive at some comprehension of this modelling of the early universe using photonic considerations. In quantum computerization how shall you map this?

So using this technology would have been vital to the complex information that might have arrive from the geometricalization of quantum gravity perspectives using that same method.

As I pointed out in previous discussion with you, Penrose was instrumental here in asking the question about photon polarization, with intersection capabilties of that early universe information detailed in hypernova events.

Why Glast is important frommthe LQG perspective and why your field is important in tryig to find th emthod applicable to understanding that polarization. It's not so spooky anymore is it :smile:

Does this make sense?
 
  • #4
Does this make sense?

Um... no.

I would like to point out that I have nothing to do with Loop Quantum Gravity or any variety of quantum gravity for that matter. My research area is quantum information, and the implications that it has for the foundations of quantum mechanics.
 
  • #5
I am not sure this relevant, but Penrose and others claim that consciousness is part of the measurement process. Of course, this is really a matter of philosophy here : you can always state wathever you want on processes where consciousness is not involved. Yet I find this opinion interesting. Besides, Penrose is not any random scientist !
 
  • #6
slyboy said:
Um... no.

I would like to point out that I have nothing to do with Loop Quantum Gravity or any variety of quantum gravity for that matter. My research area is quantum information, and the implications that it has for the foundations of quantum mechanics.

That's nonsense !

I followed quite a few courses on QIT (books from Preskill,and others).

Quantum-information has NO implications for QM, since it is a "child" of QM. A child does not determin the properties of the parent.

regards
marlon
 
  • #7
humanino said:
I am not sure this relevant, but Penrose and others claim that consciousness is part of the measurement process. Of course, this is really a matter of philosophy here : you can always state wathever you want on processes where consciousness is not involved. Yet I find this opinion interesting. Besides, Penrose is not any random scientist !

Agree. Someone who knows more in detail what Penrose claims?
 
  • #8
Does Penrose himself knows in more details ? :wink:
 
  • #9
He (Penrose) has been pushing for some of this recently (maybe for some 7 years). He has described his ideas in a couple of books ("Emperor's new mind" and "Shodows of themind" IIRC). Basically, he says that the collapse of the wave function can be a gravitationally-induced phenomenon, and that it takes place in the microtubules that give structure (as well as some sort of material transport system) to neurons. Also, he has tried to use Goedel's theorem to show that the activity of the brain has to be explained in a non-algorithmic way. I don't remember too clearly what his claim was in terms of the implications of QM to brain activity.

I don't think there is much to those ideas,... but of course, I'm not Penrose.
 
  • #10
Quantum-information has no implications for QM, since it is a "child" of QM. A child does not determine the properties of a parent.

No, but a child often rebels against a parent and thinks that it has much better answers to all the questions that its parents spend all their time worrying about.

Seriously though, quantum information does lead to new lines of thought and questions we can ask about quantum mechanics. For example, what exactly is the feature of quantum mechanics that gives it enhanced information processing power? There is a lot of disagreement about this, and we need ideas from foundations to sort it out.

Quantum foundations people have often been concerned with pointing out that some features of quantum mechanics, e.g. entanglement, are weird, but quentum information has inspired us to ask "how weird"? That is, we are interested in quantifying the degree of entanglement, contextuality, etc. present in quantum states. Hopefully, this will lead to new insights into quantum foundations itself.

Finally, some more controversial researchers have suggested that quantum mechanics IS ONLY about information, as a way of overcoming the problems of quantum theory. I don't really subscribe to this point of view myself, but it is definitely inspired by quantum information.

You will find plenty of this stuff on arXiv, although it is not present in Preskill or any of the other major books on the subject.
 
  • #11
ahrkron said:
I don't think there is much to those ideas,... but of course, I'm not Penrose.

Yes, he was such a great scientist, what happened to him :rolleyes:
 

FAQ: QM Measurement: What Do We Need to Know?

What is QM measurement?

QM measurement refers to the process of obtaining information about a quantum system by performing a measurement on it. This measurement can be used to determine the state of the system or to obtain information about its properties.

How does QM measurement differ from classical measurement?

In classical measurement, the act of measuring does not affect the system being measured. However, in QM measurement, the act of measurement can alter the state of the system being measured, making it difficult to accurately determine the state of the system.

What are the challenges of QM measurement?

One of the main challenges of QM measurement is the uncertainty principle, which states that certain pairs of properties of a quantum system, such as position and momentum, cannot be measured simultaneously with arbitrary precision. Another challenge is the issue of entanglement, where the measurement of one part of a system affects the state of another part, even if they are physically separated.

How is QM measurement used in practical applications?

QM measurement is used in various practical applications, such as quantum computing, cryptography, and quantum communication. It also plays a crucial role in understanding and developing technologies based on quantum mechanics, such as transistors and lasers.

How does the interpretation of QM affect measurement?

The interpretation of QM, such as the Copenhagen interpretation or the many-worlds interpretation, can have an impact on how QM measurement is understood and applied. Different interpretations may have different explanations for the results of a measurement or different predictions for future measurements.

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