Comments by "Lepi Doptera" (@lepidoptera9337) on "David Bohm's Pilot Wave Interpretation of Quantum Mechanics" video.
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QFT is local in the sense that the Hamiltonian is local, which can be expressed as commutation between the Hamiltonian and all other operators at different spacetime locations (I am not a theorist, so don't nail me to the precise conditions). It is strongly "non-local" in the sense that multi-particle states are always symmetric or anti-symmetric, which leads to the entanglement of states due to these symmetries. I have heard opinions that this should better be called something else, like "inseparable" and I would agree with that since non-locality in classical physics was defined differently. Having said this, the language of QFT is (for historical reasons) a big mess, anyway. There are, most notably, no particles in QFT, even though textbooks and physicists call quanta particles all the time, which is one of the worst misnomers of all times in physics. So, essentially, you just have to get used to the language idiosyncrasies and do mental substitutions for poorly chosen terms all the time. So what shall we call this, then? QFT is a "local but inseparable theory", maybe?
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