Approximate Treatment of Hermitian Effective Interactions and a Bound on the Error
arXiv:nucl-th/9309006 · doi:10.1143/ptp/91.2.403
Abstract
The Hermitian effective interaction can be well-approximated by (R+R^dagger)/2 if the eigenvalues of omega^dagger omega are small or state-independent(degenerate), where R is the standard non-Hermitian effective interaction and omega maps the model-space states onto the excluded space. An error bound on this approximation is given.
13 pages