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NIFBAP 242 153296 1974
J L Ging and T L Perrell A covariant conservation theorem in general relativity
T L Perrell and J L Ging The motion of particles in general relativity beyond
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acceptor amplitude approximation asymptotic atomic band structure Born rigid calculations co-ordinate system coefficients components consider constant core corresponding Coulomb coupling defined derivatives dielectric dielectric function discussed dynamical effect eigenvalues electromagnetic electron electron-hole evaluated excitons experimental expression Fermi surface field equations frame frequency given gravitational field Green's function ground-state energy group ring Hamiltonian Hartree-Fock infra-red integral interaction Journ Lagrangian laser Lett limit linear Lorentz magnetic field mass matrix elements metric tensor mixed tensor muon Nuovo Cimento observed obtained operator optical parameters particle phonon Phys physical plasma plasmon polarization positron potential problem pulse quasi-particle radiation region respect response function RIASSUNTO ricevuto S-invariant scattering Schwarzschild screened Sect self-consistent self-energy semiconductors shown solid solutions spectra spectrum surface integral TCNQ temperature tensor theoretical theory tion transformation transition valence valence band values vanishes vector velocity wave wavelength