## Applications of a Relativistic Quantum Field Theory to the Nuclear Many-body Problem |

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### Contents

The Electric Dipole Sum Rule | 5 |

A Schematic Model of the Linear Nuclear Response | 19 |

A Relativistic Description of Deformed Nuclei | 38 |

4 other sections not shown

### Common terms and phrases

Appendix B. D. Serot baryon binding energy boson coupling constants cross section deformed nuclei dipole sum rule Dirac equation effective mass electric dipole sum electromagnetic eliminated energy eigenvalues energy levels enhancement equilibrium deformation excited field theory Figure final form factors four-vector ground Hamiltonian Hartree approximation i i i i I i i i i included Indiana University interaction intrinsic isospin J. D. Walecka Lagrangian Lett level ordering matrix elements MeV mb multipole neutron NEUTRON LEVEL nonrelativistic calculations Nucl Nuclear Physics nuclear structure nuclei nucleon obtained parameter particle-hole energies Phys pion possible procedure proton Quantum Hadrodynamics quantum number R(FM relativistic calculation relativistic effects relativistic mean field relativistic model relativistic schematic model rho meson scalar and vector scalar field schematic model predictions secular equation self-consistent shell model simple solution solved spherical spin symmetry axis total angular momentum transition strength vector fields wave functions wavefunction zero