摘要
本文表明尽管在术语和思想方法上完全不同,但任何一个(线性厄密)算符的因式分解法与应用于量子力学的超对称技巧在本质上是等价的。
It is shown that although the terminology and ideas are quit f different,the factor- ization method of any (linear and hermitan)operator is essntially equivalent to the techniques of supersymmetry when applied to quantum mechanics.
出处
《山西师范大学学报（自然科学版）》
1990年第1期24-29,共6页
Journal of Shanxi Normal University(Natural Science Edition)
关键词
升、降算符
因式分解法
超势
超对称配偶势
超对称荷
Darboux’s
定理形状不变势
Rising and lowing operators
Factorization method
Superpotential
Supersymmetric partner potentials
Supersymmetric charges
Darboux's theorem
Shape invariant potentials
