Effective Interaction Theory and Unitary-Model-Operator Approach to Nuclear Saturation Problem. Suzuki, K. & Okamoto, R. Progress of Theoretical Physics, 92(6):1045–1080, 1994. doi abstract bibtex The structure of the effective interaction is reviewed on the similarity-transformation\ntheory. The Hermitian effective interaction is constructed, and its\nformal relation with the usual non-Hermitian form is discussed. As\nan application of the Hermitian theory, the unitary-model-operator\napproach (UMOA) is formulated. The two-body effective interaction\nis introduced and shown to be used for a basic ingredient in describing\nnuclear properties. The relationship between the G-matrix theory\nand the present approach is discussed. The theory is applied to the\ncalculation of the ground-state properties of 16O with various nucleon-nucleon\npotentials.
@article{Suzuki1994d,
abstract = {The structure of the effective interaction is reviewed on the similarity-transformation\ntheory. The Hermitian effective interaction is constructed, and its\nformal relation with the usual non-Hermitian form is discussed. As\nan application of the Hermitian theory, the unitary-model-operator\napproach (UMOA) is formulated. The two-body effective interaction\nis introduced and shown to be used for a basic ingredient in describing\nnuclear properties. The relationship between the G-matrix theory\nand the present approach is discussed. The theory is applied to the\ncalculation of the ground-state properties of 16O with various nucleon-nucleon\npotentials.},
author = {Suzuki, K. and Okamoto, R.},
doi = {10.1143/ptp/92.6.1045},
issn = {0033-068X},
journal = {Progress of Theoretical Physics},
number = {6},
pages = {1045--1080},
title = {{Effective Interaction Theory and Unitary-Model-Operator Approach to Nuclear Saturation Problem}},
volume = {92},
year = {1994}
}
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