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一类广义KdV方程

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胡越[1] 孙建设[2]

[1]河南理工大学数学与信息科学学院,河南焦作454100 [2]焦作师范高等专科学校数学系,河南焦作454121

吉首大学学报:自然科学版
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国际标准刊号:ISSN 1007-2985
国内统一刊号:CN 43-1253

摘  要:

考虑了一类广义KdV方程,在一定条件下证明了该类方程行波解的存在性.[著者文摘]

Equation Geometric and Functional Analysis,1993,3:315—3-41.[7] WHJ~M M.On the Genemli~ IdI哪tsev.Pet、riasllvm Equation[J].Semimire do Nathemafique(Nouvelle S e),1995,96:213—222.[8] SHIVANGGI B K.11le Painleve Analysis of the Zakl啪v.1(1l喇s0v Equation[J].Physiea Seril~,1990,42:641—642.【9J AIZICOVICI S,SHIHII~G WEN.Anti—Pemdic Traveling Wave Solutiom to a Forced rwo.DiII科舢咀l Generalized Kdv~ wltion [J].J.Nath.and Arla1..~flDL,1993......
Journal of Jishou University(Natural Science Edition)

分 类 号:

O175.29

文献标识码:

A

文章编号:

1007-2985(2007)03-0006-04

相关文章:

参考文献(11篇)  主题相关

[参考文献]

On the Generalized KdV Type Equation

HU Yue, SUN Jian-she( 1. School of Mathematics and Information Science, Henan Polytechnic University, Jiaozuo 454100, Henan China; 2. Department of Mathematics,Jiaozuo Teacher's College, Jiaozuo 454121 ,Henan China)

Abstract:

The generalized korteweg-de Vries type equation is considered in this paper. We have proved the existence of solitary waves of this type.[著者文摘]

Key words:

KdV equation; K-Z equation; K-P equation; solitary wave; mountain pass theorem

收稿日期: 2006-11-14

基金资助:

The NSF of Henan Province (0511012000 ) ; SF for Pure Research of Natural Science of the Education Department of Henan Province (200512950001)

作者简介:

HU Yue( 1960-) ,male,was born in Beiyang County, Henan Province,associate professor,M. S. ;research area is basic mathematics.

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