The most fundamental principle in physics is called 'The Principle of Least Action'. It also happens to be a good principle to live by during these trying times
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like equations cannot be anything for them to match certain physical phenomena. the kinetic minus potential is just another way to express relations between functions and its derivatives
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But doesn’t it need to be THAT PARTICULAR relationship between a function and it’s derivative for it to be useful?
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You can have QFTs with no Lagrangian! It's believed that 6D (2,0) SCFTs have this property. It's operator algebras all the way down.
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I cannot judge that. That is too technical/specific for me. Specially to be judged in a tweet.
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