Boson-fermion and baryon mapping: Construction of collective subspaces.
2. Example: A simple quark shell model

Author:
Jutta Meyer

Files:
jmeyer.ii.example.pdf (PrePrint)

Date: 19911010

Article: published in J. Math. Phys. 33 (10), October 1992

Classification:
PACS96: 03.65.Fd Algebraic methods
PACS96: 12.40.-y Other models for strong interactions
PACS96: 21.60.-n Nuclear-structure models and methods

Abstract:
The formalism derived for the boson-fermion and the baryon mapping in Part I of
this series is applied to the single-orbit quark shell model developed by Petry
and coworkers for the description of nuclear properties. The multiquark space
is reduced to the collective subspace of multinucleon states. A collective
representation of states and operators in terms of bosons and ideal fermions or
in terms of ideal baryons, respectively, is constructed. The results of the
original model in the multinucleon space are exactly reproduced. Finally, the
two transformations are compared with  a related mapping technique recently
published by Pittel, Engel, Dukelsky, and Ring.

DC-Metatags done by WUFI 1.1
Metadata by Thomas Severiens on 3 December 1998
Supporting work done by Sandra Valeska Bergmann.