Nonlinearization相关论文
Under the Bargmann constrained condition, the spatial part of a new Lax pair of the higher order MkdV equation is nonlin......
A discrete spectral problem is discussed, and a hierarchy of integrable nonlinear lattice equations related tothis spect......
由一个3×3谱问题得出与之对应的Loop孤子方程,通过将其非线性化,产生一个Lie—Poisson结构下的Hamiltonian系统,并运用母函数法......
本文利用J.Moser的约束方法,在位势与特征函数的C.Neumann约束下,将谱问题 y<sub>xx</sub>=(u<sub>0</sub>+u<sub>1</sub>λ+u<sub>......
利用非线性化方法求得新的有限维Hamilton系统,引入适当的Abel-Jacobi坐标,对Hamilton流进行直化,最终构造出了孤子方程的用Rieman......
讨论求解不可线性化的回归模型的参数估计方法-雅可比矩阵递推法,并把它应用于烟蚜危害研究中,同时还将它与常规做法作了比较。结果表......
研究一个n×n矩阵特征值问题,得到了与之相应的孤子方程族及迹公式.通过对该特征值问题及其伴随问题和迹公式求泛函导数,得到了位......
Under the Bargmann constrained condition, the spatial part of a new Lax pairof the higher order MkdV equation is nonline......
ATHEORYFORWAVEEQUATIONINVERSEPROBLEM:THEUNIONMETHODFORSCATTEREDWAVEEXTRAPOLATIONANDVELOCITYIMAGINGSongShougenHeJishanQuChaosh.........
得到了一个4×4矩阵型的Lax算子的r矩阵,由此利用r矩阵理论证明了矩阵KdV约束流在Liouville意义下是完全可积的.......
AN EQUIVALENT NONLINEARIZATION METHOD FOR ANALYSING RESPONSE OF NONLINEAR SYSTEMSTO RANDOM EXCITATIO
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利用非线性化方法,证明了与Schrogdinger-KdV簇相联系的Hamilton系统是Liouville完全可积的。......
An explicit Bargmann symmetry constraint is computed and its associated binary nonlinearization of Lax pairs is carried ......
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介绍一种新型海水淡化系统。针对复杂的具有不确定数学模型的试验装置,采用模糊控制理论设计了一套双层多变量控制器,将其用于温度控......
A discrete spectral problem is discussed, and a hierarchy of integrable nonlinear lattice equations related tothis spect......
本文采用“非线性化”方法,对非线性Schrdinger方程的Lax组进行非线性化。非线性化后,Lax组空间部分的解析解簇恰好为其时间流s(S由Lax组时间部分决定)的不变......