WRONSKIAN相关论文
A linear superposition is studied for Wronskian rational solutions to the Kd V equation,which include rogue wave solutio......
Soliton solutions, rational solutions, Matveev solutions, complexitons and interaction solutions of the AKNS equation ar......
In this paper, we derive five basic identities for Sheffer polynomials by using generalized Pascal functional and Wronsk......
The novel Wronskian solutions of the KdV equation were obtained as limits of the soliton solutions in the Wronskian form......
N-soliton solutions in the Wronskian form for the KdV equation with loss and nonuniformity terms were obtained.New ratio......
Wronskian, Grammian与Pfaffian式技术作为一种有效的构造多孤子解方法，广泛应用于可化为Hirota双线性形式的非线性发展方程.在运用......
将辛算法推广到复辛空间 ,指出了辛算法保定态 Schrodinger方程的 Wronskian守恒。将辛算法应用于强场一维模型的计算中 ,并与 R......
介绍了方程x＇=Ax的B.VAN ROOTSELAAR一种新解法，分析了它的优越性，对其求矩阵F（0）作了改进并补充了求出实矩阵的方法．在计算机上用完全开......
In this paper, we use the representation of the solutions of the focusing nonlinear Schrodinger equation we have constru......
基于Wronskian行列式的形式和结构,提出了Wronskian形式展开法,通过这一方法求出了（3＋1）维Zakharov-Kuznetsov（ZK）方程的双孤子解、双三......
过去的几十年,非线性科学飞跃发展成一门新的学科。非线性的因素在所有的自然科学乃至社会科学中都会遇到,非线性科学主要研究各种......
The novel Wronskian solutions of the KdV equation were obtained as limits of the soliton solutions in the Wronskian form......
对（2＋1）维 KdV 方程进行研究，基于 Wronskian 行列式和 Hirota 双线性方法，应用行列式的性质，给出（2＋1）维 KdV 方程 Wronskian 表示的孤子解......
In this paper, we consider (3 + 1)-dimensional Boiti-Leon-Manna-Pempinelli equation. Based on the bilinear form, we deri......
