Here’s a weird disagreement in fundamental physics: you’ll often hear that general relativity is incompatible with quantum mechanics, but some physicists will tell you that this is outdated. They say that we can quantize general relativity, and specify its low energy EFT.
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We can, in fact, get a low energy effective field theory for quantized general relativity (that’s a mouthful). But I think this is a case of physicists talking past each other. When we say that GR and QM are incompatible, we tend to have their physical content in mind.
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Replying to @litgenstein
The low energy EFT is just classical gravity as a background field
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Replying to @InertialObservr
Yeah, that’s one of the pieces of ‘physical content’ I had in mind. Background independence is very rich in substance, and simply applying quantization methods successfully doesn’t make the problem go away.
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Replying to @litgenstein
http://www.scholarpedia.org/article/Quantum_gravity_as_a_low_energy_effective_field_theory … relevant
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Replying to @InertialObservr
Yeah Donoghue is exactly who I had in mind. I really enjoy his stuff but I think this one part isn’t handled too carefully lol
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Replying to @InertialObservr
Burgess has some really good (but I doubt you have the time to do more than skim) notes: https://arxiv.org/abs/gr-qc/0311082 … Planning to use some of his stuff when I finally get some physics for philosophers entries going lol
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I like donahue's overview of EFT.. nice and succinct
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Replying to @litgenstein @InertialObservr
Btw quick question. I’ve been asking a lot of the people I work with, but have you ever personally thought about the role of consensus in your field? Either relating to pedagogy, theory constraint, research practices, etc.
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