论文标题
梯子运算符的方法来表示SU的Jordan-Schwinger图像的代表性分类问题（2）代数
Ladder operators approach to representation classification problem for Jordan-Schwinger image of su(2) algebra
论文作者
论文摘要
自偶会运算符的完整通勤集的特征值决定了状态的分类。我们为SU（2）代数的Jordan-Schinginger映射的图像构建分类。我们使用梯子运算符方法来构建不可约表示的规范基础，并定义完整通勤集的自我伴侣操作员。
The eigenvalues of the complete commuting set of self-adjoint operators determine the classification of states. We construct a classification for the image of the Jordan-Schwinger mapping of the su(2) algebra. We use the ladder operator approach to construct a canonical basis of irreducible representations and define the self-adjoint operators of the complete commuting set.
