Abstract
Utilizing the SU(2)q,s symmetry ofthe q,s-deformed two-dimensional hydrogen atom (2DHA),the Clebsch–Gordan coefficient for theq,s-deformed 2DHA is derived in the Bargmannspace.
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REFERENCES
Bhaumik, D., et al. (1986). Journal of Physics A, 19, 1353.
Gay, J. C., et al. (1989). Physics Review A, 39, 6587.
Gerry, C., and Kiefer, J. (1988). Physics Review A, 37, 665.
Jing, S. C. (1993). Modern Physics Letters A, 8, 543.
Lena, C., et al. (1991). Europhysics Letters, 15, 697.
Nandy, S., et al. (1989). Journal of Physics A, 22, 1005.
Nauenberg, M. (1989). Physics Review A, 40, 1133.
Prunele, E. D. (1990). Physics Review A, 42, 2542.
Schrödinger, E. (1926). Naturwissenschaf ten, 14, 664.
Schrödinger, E. (1967). On Letters in Wave Mechanics, Philosophical Library, New York.
Xu, B. W. (1991). Journal of Nature, 14, 553 [in Chinese].
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Yu, ZX., Liu, YH. Clebsch–Gordan Coefficient for q,s-Deformed Two-Dimensional Hydrogen Atom. International Journal of Theoretical Physics 37, 2043–2053 (1998). https://doi.org/10.1023/A:1026677600047
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DOI: https://doi.org/10.1023/A:1026677600047