摘要
本文使用特征值问题的泛函梯度方法,给出levi向量场的Lenard算子对,建立Levi方程族的换位表示;文末还讨论了位势与定态Levi系统之间的关系。
By the functional gradient method of eigenvalue problem, we find out the Lenard operator pairs of Levi vector field and is so commutator representation of Levi equations. The relation between potential and stationary Levi system is discussed at the end of the paper.
出处
《辽宁大学学报（自然科学版）》
CAS
1992年第2期5-11,共7页
Journal of Liaoning University：Natural Sciences Edition
关键词
Levi族
Lenard算子对
换位表示
Levi hierarchy, Lenard operator pairs, Commutator representation, Differential mapping L.
