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1.In the nonlinear symmetries of quantum systems, explicit expressions were obtained for the indecomposable representation of the nonlinear angular momentum algebra I Ω on the space of its universal enveloping algebra and for two induced representations on the corresponding quotient spaces using Poincaré Birkhoff Witt theory. These expressions were used to derive the inhomogeneous single , double and triple Boson realizations of I Ω.
在量子系统的非线性对称性的研究领域中 ,利用Poincaré- Birkhoff- Witt理论 ,得到了非线性角动量代数 IΩ(Ω 为多项式的最高次幂 )在其通用包络代数空间上的不可分表示及在两个商空间上的诱导表示 ,并在此基础上具体给出了 IΩ 的非齐次的单、双和三玻色子实现。收藏指正
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