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4 Flcld3 Associated with an Electron
5 Equation of Motion for the Electron
11 other sections not shown
arbitrary ascending power series assembly of bosons bra-vector classical theory commutation relations complex conjugate consider contact transformation convenient coordinates corresponding defined denotes derivative Dirac dynamical variables eigenket eigenvalues electromagnetic electron eliminated equation of motion expansor expressed fiela field variables Fock formulation Fourier components Fro.a functions of tne future light-cone gauge transformation gives rise Hamiltonian hence hold ihus tne integral introduce Ket-vector light cone longitudinal waves Lorentz transformation M-field n^ve nave non-physical solution notation numbers of photons obtain Poisson bracket relations quantum electrodynamics quantum theory relativistic Satisfies tne satisfy the condition scalar product series in f snail supplementary conditions symmetric tensor th^t tion tn^t tnat tne equations tne particle tne Poisson bracket tne representations tne subscript tne Wentzel field tnen tnere tnis Tnus tonian transverse waves trie vector wave equation wave function whicn witn wnere wnich wnicn world line written zero Poisson