@article{oai:u-ryukyu.repo.nii.ac.jp:02007133,
 author = {Ginoza, Mitsuaki and 宜野座, 光昭},
 issue = {17},
 journal = {琉球大学理工学部紀要. 理学編, Bulletin of Science & Engineering Division, University of Ryukyus. Mathematics & natural sciences},
 month = {Mar},
 note = {In terms of a generalized dielectric constant ε (q,ω) defined by Nozieres and Pines, a multi-component, many-particle system with Coulomb interaction is described. By this formulation, various kinds of charged particle systems can be discussed from the unified point of view. ε (q,ω) is calculated in the random phase approximation (R.P.A.). Fermi(F), Bose(B), Bose and Bose(BB), Bose and Fermi(BF), and Fermi and Fermi(FF) systems are discussed. For F, B, BB, and BF, the ε (q,ω) obtained above leads directly to the results of Gell-Mann and Brueckner, Foldy, Bassichis, and Ginoza and Kanazawa, respectively. It is made obvious in this discussion that in the high density limit, the results obtained by treating Bose components by Bogoliubov method are naturally equivalent to those obtained in terms of the R.P.A., 紀要論文},
 pages = {21--31},
 title = {Application of the Dielectric Formulation to the Multi-Component, Many-Particle System with Coulomb Interaction},
 year = {1974}
}