De Broglie Bohm interpretation & virtual particles

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Discussion Overview

The discussion revolves around the de Broglie-Bohm (deBB) interpretation of quantum mechanics and its relationship with virtual particles, particularly in the context of quantum field theory (QFT). Participants explore the implications of these interpretations and their completeness, as well as the conceptual differences between deBB and the Copenhagen interpretation.

Discussion Character

  • Exploratory
  • Debate/contested
  • Conceptual clarification

Main Points Raised

  • One participant questions how the deBB interpretation accounts for virtual particles, noting that their indeterminate nature seems to challenge the coherence of deBB.
  • Another participant asserts that deBB is not complete and is not applicable to QFT, while also suggesting that virtual particles are merely mathematical constructs within perturbation theory.
  • A participant seeks clarification on whether QFT aims to unify quantum and relativistic laws and inquires about the existence of a relativistic version of deBB that addresses virtual particles.
  • There is a claim that the deBB interpretation is sufficiently complete to include the effects of virtual particles, but these particles are viewed as useful tools rather than actual entities in reality.
  • One participant suggests that the Copenhagen interpretation is more developed than deBB, while another counters that deBB offers a more consistent and intuitive understanding of quantum phenomena when unobserved.

Areas of Agreement / Disagreement

Participants express differing views on the completeness and applicability of the deBB interpretation in relation to QFT and virtual particles. There is no consensus on whether deBB can adequately interpret virtual particles, and the discussion remains unresolved regarding the relationship between these concepts.

Contextual Notes

Participants highlight limitations in the interpretations discussed, including the incomplete nature of both deBB and the concept of virtual particles as understood through perturbation theory. There is also an acknowledgment of the varying levels of development between different interpretations of quantum mechanics.

joseph0887
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I sincerely apologise if this has been asked previously, I searched via Google and have been unable to find an answer I understand. How does the de Broglie-Bohm, or Pilot Wave, interpretation, well interpret virtual particles. The beauty of the deBB interpretation seems to be the unity of the quantum-world and the everyday world (no magic observation mysteriously collapsing an superposition, or splitting the multiverse), but virtual particles seem so indeterminate that they provide, in my understanding, difficilty for deBB.
If it helps you gauge the level of answer to give I studied physics in the UK until 18, and my university education was largely in medical biology. Though equations are appreciated for sake of completion...i doubt i will do any more than partially understand them.
 
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deBB is an interpretation of the formalism of non-rel. QM. Virtual particles are a name for some mathematical aspects of an approximation (perturbation theory) of full quantum field theory QFT). Neither is deBB complete (not applicable to QFT) nor is the picture of virtual particles complete (limited applicability of perturbation theory).

You should not try to infer an interpretation of a limited formalism based on another limited formalism.
 
Thankyou,
As I understood it QFT is an attempt to unify describe what happens to the laws of quantum physics when combined with relativistic laws, am I oversimplifying, or mistaken? Aren't there attempts to produce a relativistic version of deBB? If so do these attempt to define virtual particles? I apologise if the answer is again that the interpretation is too incomplete to make an viable description.
The copenhagen explanation seems, in layman's terms, to be vacuum energy is subject to Heisenberg uncertainty, virtual particles can arise for a short time, indeterministically, at random. Is this due to the Copenhagen Interpretation being more developed than deBB?
 
tom.stoer said:
Neither is deBB complete (not applicable to QFT)
It is not true that deBB is not applicable to QFT. See e.g.
http://arxiv.org/abs/0904.2287 [Int. J. Mod. Phys. A25:1477-1505, 2010]
 
Thankyou Mr.Nikolic, I will attempt to understand what you have written and then attempt to ask an intelligent question and less than 2 stupid questions.
 
joseph0887 said:
As I understood it QFT is an attempt to unify describe what happens to the laws of quantum physics when combined with relativistic laws, am I oversimplifying, or mistaken?
That's perhaps slightly oversimplified, but essentially correct.

joseph0887 said:
Aren't there attempts to produce a relativistic version of deBB?
Of course. See e.g.
http://arxiv.org/abs/1205.1992

joseph0887 said:
If so do these attempt to define virtual particles? I apologise if the answer is again that the interpretation is too incomplete to make an viable description.
The interpretation is sufficiently complete to include the effects of virtual particles. However, just as in ordinary QFT, in Bohmian QFT virtual particles are merely a useful calculation tool not corresponding to actual reality.

joseph0887 said:
The copenhagen explanation seems, in layman's terms, to be vacuum energy is subject to Heisenberg uncertainty, virtual particles can arise for a short time, indeterministically, at random.
Well, that's what popular-science books say, but that's not exactly how professional physicists think of it.

joseph0887 said:
Is this due to the Copenhagen Interpretation being more developed than deBB?
No. In fact, concerning conceptual questions of the kind you ask, deBB is much better developed that Copenhagen, in the sense that deBB provides a more consistent intuitive picture of what might really going on when nobody observes.
 
joseph0887 said:
Thankyou Mr.Nikolic, I will attempt to understand what you have written and then attempt to ask an intelligent question and less than 2 stupid questions.
You are welcome! :smile:
By the way, stupid questions are sometimes better than the intelligent ones. :wink:
 

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