is there a Bohr-Sommerfeld quantization condition avaliable for Fields and not for particles?
for example for particles we have that $ n_i h = \oint p_i.dq_i .$
but the same for Fields with a field $ \Psi (x,t) $ and momentum $ \Pi_\Psi .$
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4$\begingroup$ When you are going so deep as to be all the way to fields, why would you want an inferior quantisation condition? $\endgroup$– naturallyInconsistentCommented Oct 22 at 18:36
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3$\begingroup$ Quantum fields are essentially mere elaborate arrangements/repackagings of an infinity of quantized harmonic oscillators. $\endgroup$– Cosmas ZachosCommented Oct 22 at 20:57
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