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LIGHT QUANTA OR PHOTONS
QUANTIZATION OF MATERIAL SYSTEMS
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according actually angular apply approximation associated assume asymptotic atom calculation Chapter classical collision commute complete components condition conjugate considered constant continuous coordinates corresponding defined definition depends derivative determined differential direction discrete distribution dynamical variables easily effect eigenfunctions eigenvalue electron energy entirely equal exists expansion expression extended fact finding finite given Hamiltonian Hermitean incident infinite integral interval limit linear mass matrix matter mean measurement Mechanics momentum motion namely normalization observables obtained operator oscillator particle particular phase photon physical position possible potential precise probability problem properties quantities quantization Quantum Mechanics radiation region relation remains representation represented respectively rule satisfy scalar scattering Schrödinger equation solution space spectrum square square-integrable statistical sufficiently term theory transformation uncertainty vanishes vector wave function wave packet zero