一个双非线性化离散特征值问题的约化和Lie-Poisson结构
일개쌍비선성화리산특정치문제적약화화Lie-Poisson결구
Reduction and Lie-Poisson Structure for the Binary Nonlinearized Discrete Eigenvalue Problem
  • 万方数据
    河南大学学报(自然科学版) 하남대학학보(자연과학판)
    JOURNAL OF HENAN UNIVERSITY(NATURAL SCIENCE)
    2006年 2期 9-14 ,共6页

    李国富%杜殿楼%郝艳红

    리국부%두전루%학염홍

    约化%Lie-Poisson结构%辛映射%Poisson映射 約化%Lie-Poisson結構%辛映射%Poisson映射
    약화%Lie-Poisson결구%신영사%Poisson영사
    reduction%Lie-Poisson structure%symplectic map%poisson map
    通过约化理论,研究了对应于同一离散孤立子方程族的三个离散特征值问题的非线性化特征值问题以及它们之间的关系.
    통과약화이론,연구료대응우동일리산고립자방정족적삼개리산특정치문제적비선성화특정치문제이급타문지간적관계.
    Three eigenvalue problems associated with the same isospectral evolution equation are proposed. The corresponding nonlinearized eigenvalue problems and their relations are studied by the reduction procedure.
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