Generalization of the quantized Bogoliubov-Valatin transformation and relation to the method of the vector coherent state: The case of U(3)
- 1 August 1990
- journal article
- Published by Elsevier in Nuclear Physics A
- Vol. 515 (2) , 207-225
- https://doi.org/10.1016/0375-9474(90)90366-t
Abstract
No abstract availableKeywords
This publication has 15 references indexed in Scilit:
- Generalization of the quantized Bogoliubov-Valatin transformationPhysics Letters B, 1989
- On the boson–quasifermion realization of the particle–hole SO(2Ω+1) algebraJournal of Mathematical Physics, 1989
- Vector coherent state theory and its application to the orthogonal groupsJournal of Mathematical Physics, 1988
- Supersymmetry in the interacting boson fermion model as a formal property of a schwinger-type boson-fermion mappingNuclear Physics A, 1987
- Vector coherent state representation theoryJournal of Mathematical Physics, 1985
- Coherent state theory of the noncompact symplectic groupJournal of Mathematical Physics, 1984
- Partially coherent states of the real symplectic groupJournal of Mathematical Physics, 1984
- Microscopic particle-vibrator modelNuclear Physics A, 1981
- Ideal fermions in boson expansionsPhysics Letters B, 1980
- Interplay of Pairing and Intrinsic Modes of Excitation in Nuclei. I: Transcription of Nucleon System into Ideal Boson-Quasi-Particle SpaceProgress of Theoretical Physics, 1976