Does quantum physics prove that nothing is completely random?

In summary, EPR shows that once something like the spin of a particle is determined, the wave function of a particle can be collapsed instantaneously. However, a particle's state can be described by the probability of it being in a particular state, not by the actual state itself.
  • #1
Green Zach
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So, EPR shows that once something like the spin of a particle is determined, the wave function of a particle can be collapsed instantaneously but i have a question about this. Say there is an observer on a planet 5 light years away from you (you are on earth) and he makes an observation that collapses the wave function of a particle by observing it. You have a super telescope and you can see him quite well from earth. You can also see the particle in question and are running a remote analysis on it. One day you see your friend on the planet 5 light years away collapse the wave function of the particle by observing that it say... has an up spin. So you say "the wave function was collapsed today because we have observed that the particle has a certain spin" but the wave function wasn't collapsed today, it was collapsed 5 years ago! So even though the observers on Earth had to use quantum physics to measure the probabilistic state of the particle up to the point at which we saw the observer observe it, there was an EXACT answer to what that state was because it has already been measured. even thou we said that the particle had x probability of having an up spin... it didn't, it had a 100% probability of having an up spin because that's what it has been for 5 years. Thats kinda like saying before i rolled the dice i thought i had a 1/6 chance of landing a 4 but actually i had a 100% chance of landing a 4 because that's what i got. So, does a wave function collapse all together? or just from observer to observer?
 
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  • #2
Green Zach said:
So, EPR shows that once something like the spin of a particle is determined, the wave function of a particle can be collapsed instantaneously but i have a question about this. Say there is an observer on a planet 5 light years away from you (you are on earth) and he makes an observation that collapses the wave function of a particle by observing it. You have a super telescope and you can see him quite well from earth. You can also see the particle in question and are running a remote analysis on it. One day you see your friend on the planet 5 light years away collapse the wave function of the particle by observing that it say... has an up spin. So you say "the wave function was collapsed today because we have observed that the particle has a certain spin" but the wave function wasn't collapsed today, it was collapsed 5 years ago! So even though the observers on Earth had to use quantum physics to measure the probabilistic state of the particle up to the point at which we saw the observer observe it, there was an EXACT answer to what that state was because it has already been measured. even thou we said that the particle had x probability of having an up spin... it didn't, it had a 100% probability of having an up spin because that's what it has been for 5 years. Thats kinda like saying before i rolled the dice i thought i had a 1/6 chance of landing a 4 but actually i had a 100% chance of landing a 4 because that's what i got. So, does a wave function collapse all together? or just from observer to observer?

The particles have correlated spins only up to time of simultaneous measurement. After that both spins are uncorrelated again. But it does not mean that they are forever an up spinner and a down spinner.
 
  • #3
Green Zach said:
So, does a wave function collapse all together? or just from observer to observer?
Just from observer to observer. Probability statements (wavefunctions) don't describe the physical states of the object systems (detectors, dice, etc.). They describe what's known about them by a particular observer at a particular time.
 
  • #4
ThomasT said:
Just from observer to observer. Probability statements (wavefunctions) don't describe the physical states of the object systems (detectors, dice, etc.). They describe what's known about them by a particular observer at a particular time.

see, my big problem is that with the example i gave, there wouldn't be x% that some particle is a certain way, there would be a 100% probability because that's what happened but we just don't know that yet because we are five lightyears from the observation. Wouldnt that mean that in any point in time and space any particle IS in a particular state wether we have or haven't measured it or can or can't calculate it? I know what I am saying goes against QM but just thought i'd share my little thought experiment.
 
  • #5
Your question is valid, but here we have the problem again, that nature is trying to cheat as long as it can. For you it is already determined what the spin would be, because you have measured the particle already, and then nature makes sure, that the other observer on the other star will get a result consistent with you measurement. It doesn't matter who collapses first. But just maybe there is some kind of EPR like paradox that makes it possible to determine when "the electron knows" what state it has to be in. So far I am not aware of one and it doesn't seem to exist.
 
  • #6
Its not that i don't understand the basic concepts behind QM even though i am technically a "layman" i.e. I'm only in grade 12 doing grade 12 physics but i do a lot of my own research because I'm deeply interested in the way things work. Its just that no matter how much i research and study QM and no matter how convincing the evidence is, i still find a little voice in the back of my head saying "nothing is completely random" :P
 
  • #7
Green Zach said:
see, my big problem is that with the example i gave, there wouldn't be x% that some particle is a certain way, there would be a 100% probability because that's what happened but we just don't know that yet because we are five lightyears from the observation. Wouldnt that mean that in any point in time and space any particle IS in a particular state wether we have or haven't measured it or can or can't calculate it? I know what I am saying goes against QM but just thought i'd share my little thought experiment.
Conceptually, the idea that the universe or some part of it is in a particular state at a particular time even when it isn't being observed doesn't go against QM. QM isn't a description of the deep nature of reality, even though the models and equations of motion, as well as the experimental designs and results, do suggest some more or less reasonable inferences wrt underlying physical causes. QM is a means of assigning probability values to instrumental behavior.


Green Zach said:
Its just that no matter how much i research and study QM and no matter how convincing the evidence is, i still find a little voice in the back of my head saying "nothing is completely random" :P
It wouldn't make any sense to say that nature itself is random. QM probabilities and the randomness of quantum experimental results don't refer to physical states of some deep natural reality that might underly the instrumental behavior.
 
  • #8
Green Zach said:
I still find a little voice in the back of my head saying "nothing is completely random" :P

I have some sympathy with that - I wonder to how many decimal places it is random? Probably quantized IMO. Have not given it much thought yet so I am out on a limb as are you. (We are not really allowed to speculate much in this particular forum I believe). I have a suggestion but it would be deleted for being speculative. Email me to find out.
 

Related to Does quantum physics prove that nothing is completely random?

1. What is quantum physics?

Quantum physics is a branch of physics that studies the behavior of matter and energy at a very small scale, such as atoms and subatomic particles. It is also known as quantum mechanics.

2. What are the basic principles of quantum physics?

The basic principles of quantum physics include the wave-particle duality, uncertainty principle, superposition, and entanglement. These principles explain the behavior of matter and energy at a quantum level.

3. How does quantum physics differ from classical physics?

Quantum physics differs from classical physics in the sense that it describes the behavior of matter and energy at a very small scale, while classical physics deals with the behavior of matter and energy at a larger scale. Additionally, classical physics follows deterministic laws, while quantum physics is probabilistic in nature.

4. What are the practical applications of quantum physics?

Quantum physics has many practical applications, such as in the field of computing, where quantum computers are being developed to solve complex problems at a much faster rate. It also has applications in the fields of cryptography, telecommunications, and energy production.

5. Is it possible to understand quantum physics without a background in physics?

Understanding quantum physics can be challenging without a background in physics, as it involves complex mathematical concepts and principles. However, there are many resources available, such as popular science books and online lectures, that can help in gaining a basic understanding of quantum physics.

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