REVIEW OF FERMION HAMILTONIAN IN BOZON SPACE
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Abstract
Fermion theory was represented into boson’s space by Daison, Belev-Zelevinski and Seniority methods. It was shown that FDSM and its boson representation gave a good explanation of experimental data. So it was shown that from the Hamiltonian of FDSM could be constructed boson type IBM-Hamiltonian by representation. So fermion theory gives microscopically base of phenomenological approaches.
References
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2 Otsuka T., Arima A., Iachello F., Talmi I. The phenomenological describing of collective states of the nuclei // Phys. Lett. - 1978. - Vol.B76. - P. 139-151.
4 Wu Ch. L., Fend D.H., Chen X-G., Chen J.Q., Gnidry M.W. Fermion dynamical symmetry model of nuclei: Basis, Hamilatian, and symmetries // Phys. Rev. C. - 1987. - Vol. 36. - P. 1157-1180.
5 Бактыбаев К., Койлык Н., Раманкулов К.Е. Фермионная динамико-симметрическая модель коллективных возбуждений ядер // Вестник КазНУ. Сер.физ. - 2005. - №2. - C. 79-86.
6 Casten R.F., Cizewski J.A. The O(6)-rotor transition in Pt-Os nuclei // Nucl. Phys. - 1978. - Vol. A309. - P. 177-184.
7 Tamura N., Weeks K.I., Kishimova T. Analisis of nuclear collective motions in terms of theboson extension theory // Nucl. Phys. - 1980. - Vol. A.347. - P. 359- 387.
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How to Cite
Baktybayev К., Koilyk, N., & Ramankulov К. (2008). REVIEW OF FERMION HAMILTONIAN IN BOZON SPACE. Recent Contributions to Physics (Rec.Contr.Phys.), 26(2), 23–29. Retrieved from https://bph.kaznu.kz/index.php/zhuzhu/article/view/1440
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Theoretical Physics. Nuclear and Elementary Particle Physics. Astrophysics
