Does it make sense to say that the processes represented by Feynman diagrams and path integrals (like beta decay) are “real?” If you want to say in what sense they are or are not real, please respond!
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Replying to @litgenstein
I'd say all paths in path integrals are real. We have experiments showing these crazy paths seem to exist (e.g. triple slit experiments). What we informally call "real\reality" is just large-scale decoherence between different indicator states.
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Replying to @LucasVB @litgenstein
I see the motivation for your conclusion, but there’s a huge degeneracy in the theory space! many formulations of QM give the same physical predictions
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Replying to @InertialObservr @litgenstein
I mean, can you think of any mathematical idea that isn't degenerate, without a different method to get the same result? I can't. So why would any mathematical description of physics ever be unique? It makes sense to me to look for answers in a different conceptual level, then.
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Replying to @LucasVB @litgenstein
That’s true! But hopefully those equivalent mathematical descriptions can give rise to different physical predictions somehow.
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Replying to @InertialObservr @litgenstein
That's a hope, but why would they? At some point the descriptions end up being mathematically equivalent, don't they? Happens all the time in math! I don't put any hopes on experiments discerning what's the One True Way past some point. I'm not sure we're there yet, though.
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Replying to @LucasVB @litgenstein
Yes you’re right .. I suppose I should have said mathematically equivalilent in the ‘classical’ limit .. like how GR was to Newtonian gravity
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Replying to @InertialObservr @LucasVB
I’m actually interested in whether or not the limiting relation equivalence holds btw Newtonian gravity in its original formulation or if we finesse a sort of historical revision
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So instead of: GR —limit—> Newtonian gravity It’s GR —limit—> modern physicist version of Newtonian gravity I’ve seen this happen with some other cases so it’d be interesting to look into
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