Serot, Brian D. and Koonin, S. E. and Negele, J. W. (1983) Stochastic solution of a model meson-nucleon field theory. Physical Review C, 28 (4). pp. 1679-1695. ISSN 0556-2813. http://resolver.caltech.edu/CaltechAUTHORS:SERprc83
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Ground-state properties in a model quantum field theory are calculated by stochastic evaluation of a path integral representation of the many-body propagator. The model consists of nonrelativistic nucleons coupled to vector and scalar mesons in one spatial dimension. Binding energies and density distributions are calculated for bound states of up to twenty nucleons. The binding energy as a function of density, the nucleon-nucleon correlation function, and the meson-meson correlation function are evaluated in nuclear matter. Exact ground-state solutions to the full field theory are shown to differ relatively little from those of the potential theory corresponding to the static limit. The exact solutions differ substantially from those of the mean-field (Hartree) approximation, but are quite similar to those obtained in the Hartree-Fock approximation.
|Additional Information:||©1983 The American Physical Society Received 20 June 1983 This work was supported in part by the National Science Foundation (U.S. Grants. Nos. PHY77-27084, PHY79-23638, PHY81-07395, and PHY82-07332), and by the U.S. Department of Energy (Grant No. DE-AC02-76ER03069). J.W. Negele and Brian Serot gratefully acknowledge fellowship support by the John Simon Guggenheim Memorial Foundation and the Alfred P. Sloan Research Foundation, respectively.|
|Subject Keywords:||NUCLEAR STRUCTURE Meson-nucleon field theory. Monte Carlo solution. Nuclear matter.|
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|Deposited On:||01 Dec 2006|
|Last Modified:||26 Dec 2012 09:20|
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