Quantum Field Theory |
Contents
QUANTUM THEORY OF INTERACTING FIELDS | 1 |
CHAPTER II | 29 |
CHAPTER VI | 93 |
Copyright | |
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angular momentum calculation charged fields commutation relations components corresponding coupling constant covariant d¹k d¹x d³x dªx defined denote diagram Dirac discussed do(x e₁ eigenvalues electromagnetic field electron elementary particles energy-momentum example experimental Feynman diagram field quantities finite free fields give given HEISENBERG hermitian high energy infinities integer spin integration interaction Hamiltonian interaction representation invariant isotopic spin Lorentz condition Lorentz transformation magnetic mass matrix meson neutral neutron nuclear forces nuclei nucleon obtain PAULI perturbation photons Phys present quantum field Proc Prog propagator proper field pseudoscalar pseudovector Qa(x quantum electrodynamics quantum field theory relativistic renormalisation theory respectively S-matrix SAKATA satisfy scalar Schrödinger Schrödinger equation SCHWINGER self-energy shown in Ch shows spinor t₁ tensor term UMEZAWA vacuum vector wave equation wave functions Zeits zero μ μ μν