Recent Progress in Many-Body Theories | Proceedings of the Third International Conference on Recent Progress in Many-Body Theories Held at Odenthal-Altenberg, Germany August 29–September 3, 1983 | ISBN 9783540388081

Recent Progress in Many-Body Theories

Proceedings of the Third International Conference on Recent Progress in Many-Body Theories Held at Odenthal-Altenberg, Germany August 29–September 3, 1983

herausgegeben von H. Kümmel und M.L. Ristig
Mitwirkende
Herausgegeben vonH. Kümmel
Herausgegeben vonM.L. Ristig
Buchcover Recent Progress in Many-Body Theories  | EAN 9783540388081 | ISBN 3-540-38808-7 | ISBN 978-3-540-38808-1

Recent Progress in Many-Body Theories

Proceedings of the Third International Conference on Recent Progress in Many-Body Theories Held at Odenthal-Altenberg, Germany August 29–September 3, 1983

herausgegeben von H. Kümmel und M.L. Ristig
Mitwirkende
Herausgegeben vonH. Kümmel
Herausgegeben vonM.L. Ristig

Inhaltsverzeichnis

  • Quark clusters in nuclei.
  • Stochastic solution of nuclear models having sub-nuclear degrees of freedom.
  • Coupled-cluster theory of pions in nuclear matter and the EMC effect.
  • ?-Excitations and many-body theory of nuclear matter.
  • Random walk in fock space.
  • Nuclear matter properties in the BHF approximation with the Paris N-N potential and models of 3n interactions.
  • Three-body forces, relativistic effects, isobars and pions in nuclear systems.
  • Properties of matter in stellar collapse.
  • Hydrodynamics of ultra-relativistic heavy ion collisions.
  • Variational treatment of ?°-condensed neutron matter in a realistic potential model.
  • Proton mixing in neutron star matter under ?° condensation.
  • Tensor forces and the Fermi liquid properties of nuclear matter.
  • The effective mass in nuclear matter and in nuclei.
  • Deformations and correlations in nuclei.
  • Correlated pairs near the fermi surface.
  • Effective interactions and elementary excitations in electron and Helium liquids.
  • Old dogs and new tricks: Beyond the ground state with CBF theory.
  • Solution of the Ornstein-Zernike equation for non-uniform systems.
  • Jastrow-Slater trial energy for the low density hard sphere fermi gas.
  • Variational Monte Carlo approach on atomic impurities in 4He.
  • Density-fluctuation spectra of 3He-HeII mixtures at T=0 K.
  • Quantum-mechanical calculations of the properties of liquid He droplets.
  • Variational approach to two-component coulomb liquids.
  • Spin polarized 3He.
  • The properties of pauli enhanced normal Fermi liquids in finite magnetic fields.
  • Linear and non linear response.
  • Correlations and the possibility of a charge-density-wave (CDW) instability in quantum electron liquids.
  • CBF theory of metal surfaces: Chemisorption.
  • Melting of electrons on corrugated surfaces—structural anddynamical properties in liquid and solid phases.
  • Correlations in the layered electron-hole liquid.
  • Dense coulomb plasmas: Quantum statistics and ordering.
  • A conserving dynamic theory for the electron gas in metallic systems.
  • What present theory of superconductivity needs from many-body physicists.
  • Coupled cluster equations for superconducting systems.
  • Coupled cluster approach with explicitly correlated cluster functions.
  • Perturbation theory in a correlated basis.
  • Recent developments in a correlated theory of linear response.
  • Sum rules and a coupled cluster formulation of linear response theory.
  • Variational EXP S methods.
  • Computational quantum mechanics and the basis set problem.
  • Parquet perturbed.
  • Crossing symmetric rings, ladders, and exchanges.
  • New perturbation scheme for quantum fluids based on low-density expansions.
  • A direct access to many-body perturbation theory.
  • Beyond the Thomas-Fermi-Weizsäcker-Dirac theory of electronic structure.
  • The closed time-path Green's function formalism in many-body theory.
  • Monte Carlo evaluations in finite fermionic systems.
  • Application of Green's function Monte Carlo to one-dimensional lattice fermions.
  • On the inverse problem in many body systems: From correlations to distribution function.
  • The interpolating equations method in quantum fluids.
  • Third International Conference on recent progress in many-body theories summary talk.