Probabilistic quantum world and deterministic macro world?

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In summary, the current interpretation of the laws of nature suggests that the laws of the quantum world are purely probabilistic while the laws of the macro world are deterministic. This may seem illogical, as one would expect the probabilistic nature of the quantum world to affect the macro world. However, there are results in modern science, such as the uncertainty principle and the wave nature of particles, that explain how the probabilistic nature of the quantum world does not significantly impact the macro world. This is also seen in the formation of galaxies and galaxy clusters, which are the result of random quantum fluctuations. Therefore, while the macro world may not be completely deterministic, it is deterministic enough for practical purposes.
  • #1
VikingF
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Greetings!

I have a question about the current interpretation of the laws of nature which, according to what I have understood, says that the laws of quantum world are pure probabilistic but the laws of the macro world are deterministic. Logically, I would think that probabilism at the quantum level would affect the macro level in such a way that it also would be probabilistic, at least to a certain extent.

However, accepting that nature does not care much whether I think it is logical or not, I also accept that I may have a wrong view of it, and that the macro world may actually be completely deterministic, even though the quantum world is completely probabilistic.

My question is: Are there some results in the current science that somehow explains how the probabilistic nature of the quantum world does not affect the macro world and it's laws? I have thought a lot about this lately, but I have not found any good answers to this question. Could this e.g. have something to do with the speed of the electron, i.e. that before the macro world (and the laws thereof) is able to "detect" it's position and being influenced by it, it has been in almost all positions around the kernel, and hence where it was at which time before this detection is not affecting the macro world?

I hope you understand my question!
Thanks in advance!

<VikingF>
 
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  • #2
I think your sources might just have not been specific enough for you. The macroscopic world is deterministic in that if I drop my cup of coffee, I know that it will fall according to Newton's law with negligible probabilities and errors.

Technically, the macroscopic world is not deterministic for just the reasons you are thinking. I think the best example is the formation of galaxies and galaxy clusters: according to our current theories, those are due to random quantum mechanical fluctuations soon after the big-bang.
 
  • #3
zhermes said:
I think your sources might just have not been specific enough for you. The macroscopic world is deterministic in that if I drop my cup of coffee, I know that it will fall according to Newton's law with negligible probabilities and errors.

Technically, the macroscopic world is not deterministic for just the reasons you are thinking. I think the best example is the formation of galaxies and galaxy clusters: according to our current theories, those are due to random quantum mechanical fluctuations soon after the big-bang.

Thanks for your reply! I think that sounds sensible. :smile:

I think it is rather misleading that many "Newtonians" (in lack of a better word) are calling the macro world "deterministic" then. In my definition, "determinism" means that the future can only happen in one specific way, i.e. that there are no future possibillities. This is certainly wrong (at least according to what current science predicts), even if no elephants will appear out of the blue or no coffee cups will ever fall upwards. :smile:
 
  • #4
Uncertainty principle says that the product of the multiplication of the imprecision with which we know a particle position and the imprecision with which we know its momentum will be greater than some value given by quantum theory, by some set amount which is determined by the nature of the universe. The more accurately we know one, the less accurately we will know the other. This goes for numerous complementary properties of particles (not just momentum and position). The Planck constant figures into this limiting factor.

It is not just light that has a wave nature. All particles have a dual particle/wave duality, even buckyball particles (as many as 60 atoms in one them). The behave light light in the slit experiment (form an interference pattern). Same for electrons. Matter does self-interact just as light does. De Broglie was able to describe the wavelength of a particle as the Planck constant H divided by the momentum of an object. For human being, our debroglie wave length is 10E-37 meters (smaller than the Planck constant), so it is very small (a proton is 10E-15 meters). We are not going to be interfering or interactingg with each other going through doorways in a quantum sense. This wavelength begins to take on importance when you work with fast moving very small particles. At small scales these properties begin to have an actual influence. At large macro scales, it is present, but just negligible. It fades into the background noise.

Part of the uncertainty comes from the wave nature of particles. You cannot say precisely exactly "where" a wave is, where its center is. It is spread out. You have to look the full wave packet, all of the different wavelengths to see the particle nature of a particle. But in doing that you remove the momentum nature of the particle. The very nature of matter stops precise measurement because the particle cease to have pure particle properties at the sub atomic level.
 
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1. What is the difference between the probabilistic quantum world and the deterministic macro world?

The probabilistic quantum world refers to the behavior and interactions of particles at the subatomic level, which follow the principles of quantum mechanics and are described by probabilities rather than definite outcomes. On the other hand, the deterministic macro world refers to the behavior of larger objects that are governed by classical mechanics and have predictable outcomes.

2. Why is it important to understand the relationship between the two worlds?

Understanding the relationship between the probabilistic quantum world and the deterministic macro world is crucial for developing a comprehensive understanding of our physical reality. It also has practical implications for technologies such as quantum computing, which relies on harnessing the probabilistic nature of quantum particles.

3. Can the two worlds be reconciled?

There is ongoing debate among scientists about whether the two worlds can be reconciled. Some theories, such as the Copenhagen interpretation of quantum mechanics, suggest that the probabilistic quantum world is fundamental and the deterministic macro world emerges from it. Other theories, such as the many-worlds interpretation, propose that the two worlds are separate and coexist parallel to each other.

4. How do scientists study the probabilistic quantum world?

Scientists study the probabilistic quantum world through experiments, such as the famous double-slit experiment, which demonstrate the probabilistic behavior of particles. They also use mathematical models and equations, such as the Schrödinger equation, to describe and predict the behavior of quantum particles.

5. Could the probabilistic nature of the quantum world have implications for our understanding of free will?

Some philosophers and scientists have speculated that the probabilistic nature of the quantum world could have implications for our understanding of free will. For example, if our decisions and actions are ultimately determined by the probabilistic behavior of particles in our brains, it could challenge the concept of free will as traditionally understood. However, this is still a highly debated topic with no clear consensus.

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