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Is there a vector field that real number math describes?

 
 
Reply Thu 21 May, 2020 08:57 am
Is there a complex field that complex number math describes?
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Type: Question • Score: 0 • Views: 61 • Replies: 11
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pittsburghjoe
 
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Reply Thu 21 May, 2020 09:14 am
@pittsburghjoe,
The complex field is available everywhere, but the vector field is limited. The vector field can’t handle a black hole, so the complex field takes over. Anything the complex field handles is unobservable.
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pittsburghjoe
 
  1  
Reply Thu 21 May, 2020 10:24 am
@pittsburghjoe,
Vector space of complex numbers (one higher dimension than real, the unobservable)

Vector space of field of real numbers (the physical)
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pittsburghjoe
 
  1  
Reply Thu 21 May, 2020 10:56 am
@pittsburghjoe,
Vector space of complex numbers (one higher dimension than real, the unobservable, uncertainty, quantum behavior)
Vector space of field of real numbers (the physical, decoherence)
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pittsburghjoe
 
  1  
Reply Thu 21 May, 2020 11:19 am
@pittsburghjoe,
This is the key to the Unified Theory.
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pittsburghjoe
 
  1  
Reply Thu 21 May, 2020 11:54 am
@pittsburghjoe,
QM is not in a duality, Math is.
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pittsburghjoe
 
  1  
Reply Thu 21 May, 2020 12:13 pm
@pittsburghjoe,
Decoherence is a complex object dropping a mathematical dimension.
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pittsburghjoe
 
  1  
Reply Thu 21 May, 2020 09:37 pm
@pittsburghjoe,
Quantum duality is differentiated by the mathematical view of the object. Quantum objects are always complex. Decoherence is Uncertainty getting a real number for position and momentum.
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pittsburghjoe
 
  1  
Reply Thu 21 May, 2020 09:58 pm
@pittsburghjoe,
Anything with infinite uncertainty is complex.
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pittsburghjoe
 
  1  
Reply Thu 21 May, 2020 10:34 pm
@pittsburghjoe,
Decoherence is when Uncertainty is neutralized.
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pittsburghjoe
 
  1  
Reply Fri 22 May, 2020 07:27 am
@pittsburghjoe,
A real number for position and momentum allows the wave to be viewed as real object.
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pittsburghjoe
 
  1  
Reply Fri 22 May, 2020 07:51 am
@pittsburghjoe,
A black hole and dark matter are objects that can not decohere naturally. They have uncertainty which means only the complex math dimension can describe them. They will be unobservable because of this.
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