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Classical Electrodynamics By Dr M Phillips Lecturer in Physics of the Washington
The Special Theory of Relativity By Dr P G Bergmann Professor of Physics
The General Theory of Relativity By Dr P G Bergmann Professor of Physics
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affine connection algebraic angle angular momentum arbitrary canonical classical coefficients commutator components condition conservation laws consider constant constraints construct coordinate system coordinate transformations corresponding covariant D-invariant defined depends derivatives dielectric differential dipole distribution divergence electromagnetic field electron electrostatic energy equations of motion equivalent expression field equations field variables finite formalism four-dimensional frame of reference frequency functions given gravitational field Hamiltonian Hence hypersurface identical inertial frames infinitesimal infinitesimal transformation intrinsic coordinates invariant Lagrangian linear momentum Lorentz covariance Lorentz transformations Lorentz-covariant mass points matrix Maxwell's equations mechanics metric tensor Minkowski multipole observables obtain parameters particles Phys physical plane wave point charge Poisson brackets polarization potentials propagation properties quantities quantum radiation relation relativistic represent respect satisfy scalar Sect solutions space spatial spherical spinors superpotentials surface integral symmetric three-dimensional tion trajectory trans transformation law values vanish vector field velocity wave equation world point zero