On Bifurcations of an Ordinary Differential Equation

On Bifurcations of an Ordinary Differential Equation

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摘要 Biforations of an ordinary differential equation with two-point boundary value condition are investigated. Using the singularity theory based on the Liapunov-Schmidt reduction, we have obtained some characterization results. Biforations of an ordinary differential equation with two-point boundary value condition are investigated. Using the singularity theory based on the Liapunov-Schmidt reduction, we have obtained some characterization results.

作者 LI Chang-pin College of Sciences, Shanghai University, Shanghai 200436, China

出处《Advances in Manufacturing》 SCIE CAS 2000年第S1期4-6,共3页 先进制造进展（英文版）

基金 the National Natural Science Foundation of China(19971057) and the Youth Science Foundation of ShanghaiMunicipal Commission

关键词 BIFURCATIONS ordinary differential equation singularity theory Liapunov-Schlnidt reduction bifurcations, ordinary differential equation, singularity theory, Liapunov-Schlnidt reduction

分类号 O175 [理学—基础数学]

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Advances in Manufacturing

2000年第S1期

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On Bifurcations of an Ordinary Differential Equation

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