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Soliton solutions for nonisos
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  • 相关项目：孤子方程的新解与元胞自动机
作者： Bi JB, Sun YP, Chen DY
同期刊论文项目
孤子方程的新解与元胞自动机
期刊论文 70 著作 1
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Novel multisoliton-like soluti
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Scattering of solitons of modified KdV equation with self-consistent sources
A hierarchy of nonlinear diffe
A Liouville integrable hierarc
Singular solutions in Casorati
A hierarchy of integrable latt
New type of exact solutions of
Two types of new Lie algebras
A direct method for deriving a
Backlund transformation and so
A generalized AKNS hierarchy a
$N$-soliton solutions and doub
N-soliton solutions and double
New families of exact soliton-
The multi-component classical-
Novel solutions of mKdV equati
Quasi-multisoliton solution an
Soliton-like solutions for a n
Novel solutions to sine-Gordon
The exact solutions for the no
A new Lax integrable hierarchy
The Backlund transformation an
N-Soliton-like Solution of Ito
Mixed Solutions in the Wronski
Integrable couplings of the co
Two types of new integrable de
Positive and negative hierarch
Darboux and B?cklund transform
Grammian solutions to a non-is
A new loop algebra and a corre
Exact solutions and conservati
Solutions to tau-equation hier
Multi-component C-KdV Hierarch
Double Wronskian Soliton Solut
The novel solutions of the Tod
The N-soliton solutions for th
Soliton solutions to 3 rd noni
Conservation Laws of the Diffe
A new representation of N-soli
Exact solutions for the noniso
Novel solutions of the KdV equ
Soliton-like solutions of thre
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mKdV-SineGordon方程的多孤子解
一个非等谱非线性Schr?dinger 方
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Negatons, positons, rational-l
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A Lax integrable hierarchy, bi
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A modified KdV equation with s
KdV Equation with Self-consistent Sources in Non-uniform Media
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Novel Wronskian solutions to Boussinesq equation
Exact solutions of non-isospectral sine-Gordon equation with self-consistent sources
Generalized Wronskian solutions to differential-difference KP equation
半群的拟紧性和不可约性
A New Loop Algebra and Its Corresponding Multi-component Integrable Hierarchy
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Equivalent transformation between the matrices for expanding integrable model of the hierarchy of evolution equation
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