Let be the Lagrangian of a particle:(adsbygoogle = window.adsbygoogle || []).push({});

[tex] L(q,\dot q,t) [/tex] my question is if we can get its quantizied version in the form:

[tex] p\dot q-L(q,\dot q,t)| \Psi>=E_{n}|\Psi > [/tex]

of course we know how to quantizy the Momentum operator the question is..¿how do we quantizy the "celerity" [tex] \dot q [/tex] operator acting over an state?..thanks.

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# Lagrangian Quantization

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