Interpretations of Quantum for a Graduate Student

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The discussion centers on the interpretations of quantum mechanics relevant to quantum field theory (QFT), specifically Aharonov's Time-Symmetric theories and Relational interpretations. Participants emphasize that various interpretations often yield the same physical predictions, suggesting that the path integral formulation is more crucial for practical QFT applications. Recommendations for comprehensive resources include Schredniki's QFT book and papers on pilot-wave theory and stochastic field theory. There is debate over the relevance of philosophical interpretations versus mathematical formulations, with some arguing that exploring new physics is more beneficial for students. Overall, the conversation highlights the complexity and diversity of quantum interpretations while advocating for a focus on mathematical frameworks in QFT.
  • #31
It does not make the collaps superfluous, but the collapses appear only in the representation of the system (volume) on the surface, not in the system itself.

As I already said: I do not know whether research along these lines has already been done.
 
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  • #32
tom.stoer said:
It does not make the collaps superfluous, but the collapses appear only in the representation of the system (volume) on the surface, not in the system itself.

As I already said: I do not know whether research along these lines has already been done.

Could you please give a meaning to the term ''boundary Hilbert space'' in the context of some simple quantum measurement, so that I can understand what you are talking about?
 

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