摘要
本文指出满足Serre关系的某些SL_q(2/1)的生成元,可以认作是SL_q(2)的1/2阶张量算符,它们的约化矩阵可以通过一组递推公式算出。因此,SL_q(2/1)的不可约表示可以完全被决定。
In this paper, some generators of SL_q(2/1), satisfying the Serre-like relations, can be considered as 1/2 rank tensor-like operators. The reduced matrix elements of them can be calculated by a set of recurrent formula. Thus th irreducible representations of SL_q (2/1) may be completely determined.
出处
《高能物理与核物理》
SCIE
CAS
CSCD
北大核心
1992年第11期1035-1042,共8页
High Energy Physics and Nuclear Physics
