摘要
本文求得了Yang族的特征值梯度与Lenard算子对,并由此找到了Yang族方程的换位表示;文末还讨论了换位表示与定态Yang系统之间的关系。
In this paper, we obtain the eigenvaluable functional gradient and the pair of lenard's operators of the Yang hierarchy. Hence the commutator representations of Yang hierarchy equations are found out. Finally, the relation bebetween commutator representation and stationary system of the Yang hierarchy is discussed.
出处
《辽宁大学学报（自然科学版）》
CAS
1992年第4期24-28,33,共6页
Journal of Liaoning University：Natural Sciences Edition
关键词
Yang族
少函梯度
换位表示
特征值
Yang hierarchy, the pair of lenard's operators, Eigenvaluable functional gradient, Commutator representation.
