Math: classical to quantum locality

In summary: Objects experience quantum phenomena because the object's size is smaller than its wave length. This same rule may be part of how locality works in space.Sorry you are just wrong the de-Broglie equation shows the relationship between size of an object and wavelength which is related to whether it experiences quantum phenomena.The de Broglie equation shows the relationship between the wavelength and the momentum, not the size, of a particle. "Size" doesn't appear anywhere in it.We do not experience quantum phenomena at the macroscopic level because of the wave length.Decoherence is the issue here, not the...
  • #1
awcrowe
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Does anybody know if there is work being done on quantum locality vs nonlocality.

Specifically, approaching the Planck scales there is no nonlocality. That is all points in space and time are local. This would also provide an explanation for Einstein Minkowsky's space time.

Any material / talks would be appreciated.
 
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  • #2
awcrowe said:
Any material / talks would be appreciated.
Talks? Here's a forum search:
https://www.physicsforums.com/search/91620209/?q=nonlocality&o=relevance
https://www.physicsforums.com/search/91620242/?q=nonlocality%2C+locality&o=relevance

Not sure how many actual valid references there will be included, but there is definitely enough to read.
 
  • #3
awcrowe said:
Specifically, approaching the Planck scales there is no nonlocality. That is all points in space and time are local. This would also provide an explanation for Einstein Minkowsky's space time.

A note: If there is nonlocality, it does not disappear at the Planck scale. Also: the Planck scale does not "explain" General or Special Relativity.
 
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  • #4
fresh_42 said:
Talks? Here's a forum search:
https://www.physicsforums.com/search/91620209/?q=nonlocality&o=relevance
https://www.physicsforums.com/search/91620242/?q=nonlocality%2C+locality&o=relevance

Not sure how many actual valid references there will be included, but there is definitely enough to read.

Thanks
 
  • #5
DrChinese said:
A note: If there is nonlocality, it does not disappear at the Planck scale. Also: the Planck scale does not "explain" General or Special Relativity.

Objects experience quantum phenomena because the object's size is smaller than its wave length. This same rule may be part of how locality works in space.
 
  • #6
awcrowe said:
Objects experience quantum phenomena because the object's size is smaller than its wave length. This same rule may be part of how locality works in space.

Nope. Physical size has nothing to do with it. At least not directly.
There are plenty of demonstrations of macroscopic objects exhibiting "quantumness"
The idea that QM is somehow only relevant at the microscopic (or even subatomic) scale is a common misconception.
 
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  • #7
awcrowe said:
1. Objects experience quantum phenomena because the object's size is smaller than its wave length.

2. This same rule may be part of how locality works in space.

1. As f95toli already indicated, this is not correct - at many levels. And none of these have anything to do with the Planck scale.

2. Locality is fairly well understood, and described in various ways by relativity. It is nonlocality that is a bit trickier, although the quantum mechanical descriptions are well tested.
 
  • #8
DrChinese said:
A note: If there is nonlocality, it does not disappear at the Planck scale. Also: the Planck scale does not "explain" General or Special Relativity.

Objects experience quantum phenomena because the object's size is smaller than its wave length. This same rule may be part of how locality works in space.
 
  • #9
Sorry you are just wrong the de-Broglie equation shows the relationship between size of an object and wavelength which is related to whether it experiences quantum phenomena.

We do not experiece quantum phenomena at the macroscopic level because of the wave length. How nonlocality happens at the microscopic level may have more to do with the effects of particles on and the nature of space time than the particles themselves.
 
  • #10
awcrowe said:
Objects experience quantum phenomena because the object's size is smaller than its wave length. This same rule may be part of how locality works in space.

As already explained, this is wrong. Quantum objects don't even possesses something you might call "size" at all times. What is the size of a photon? What is the size of an electron? What is the size of a molecule? Their quantum properties do not cease (nor begin) to exist at scales related to their wavelength.
 
  • #11
awcrowe said:
We do not experiece [sic] quantum phenomena at the macroscopic level because of the wave length. How nonlocality happens at the microscopic level may have more to do with the effects of particles on and the nature of space time than the particles themselves.

As a simple example of how wrong this is, consider the quantum phenomena called entanglement. Quantum nonlocality has been demonstrated over very large distances (many miles). Experiment demonstrates it has nothing to do with effect of the particles on space time, and certainly is not limited by wavelength.

You should not make up ideas and post them here. Cite a source to back up your speculations. Else expect a report to the moderators. If you have a question, ask it. You made a reference in the OP to non-locality, and there is substantial work being done to describe and demonstrate quantum nonlocality. What would you like to know?
 
  • #12
awcrowe said:
Sorry you are just wrong the de-Broglie equation shows the relationship between size of an object and wavelength which is related to whether it experiences quantum phenomena.
The de Broglie equation shows the relationship between the wavelength and the momentum, not the size, of a particle. "Size" doesn't appear anywhere in it.
We do not experience quantum phenomena at the macroscopic level because of the wave length.
Decoherence is the issue here, not the wavelength.
 
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  • #13
As far as locality goes remember our most fundamental theory is Quantum Field Theory which being relativistic has locality. It doesn't resolve anything about the Bell inequalities etc but it is always wise to remember the so called Cluster Decomposition property of Weinberg:
https://www.physicsforums.com/threads/cluster-decomposition-in-qft.547574/

I will let you think about it's implications, but personally I am a bit of a maverick in that I exclude correlations from discussions on locality. Doing that renders much of the 'confusion' surrounding FTL, Bell etc moot. It doesn't disprove it or anything like that - but to me everything is much simpler without it.

And of course one should always read Bell's original paper:
https://hal.archives-ouvertes.fr/jpa-00220688/document

Thanks
Bill
 
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What is classical to quantum locality?

Classical to quantum locality is the study of how the laws of classical physics, which govern the behavior of macroscopic objects, are related to the laws of quantum physics, which govern the behavior of microscopic objects. It explores the connection between these two theories and how they can be used to understand the behavior of the physical world.

What is the difference between classical and quantum physics?

Classical physics is a set of laws and principles that describe the behavior of macroscopic objects, such as everyday objects and systems. These laws are based on the concepts of classical mechanics, thermodynamics, and electromagnetism. In contrast, quantum physics is a set of laws that describe the behavior of microscopic objects, such as atoms and subatomic particles. These laws are based on the principles of quantum mechanics, which include concepts such as wave-particle duality and uncertainty.

How does classical to quantum locality impact our understanding of the physical world?

Classical to quantum locality allows us to bridge the gap between the macroscopic and microscopic worlds and understand how the laws of physics apply to both. It also helps us to reconcile the seemingly contradictory theories of classical and quantum physics and gain a deeper understanding of the fundamental principles that govern the behavior of the physical world.

What are some examples of classical to quantum locality in action?

One example is the double-slit experiment, which demonstrates the wave-particle duality of light and how classical and quantum laws can be applied to explain its behavior. Another example is quantum entanglement, where two particles can become connected in a way that their properties are dependent on each other, even when separated by large distances. This phenomenon has been observed and studied extensively in both classical and quantum contexts.

What are the practical applications of classical to quantum locality?

Understanding classical to quantum locality has led to advancements in technology, such as the development of quantum computers and quantum cryptography. It also has implications for fields such as chemistry, biology, and materials science, where the behavior of microscopic particles plays a crucial role. Additionally, studying classical to quantum locality can help us better understand the fundamental laws of the universe and potentially lead to new discoveries and breakthroughs in science and technology.

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