Existence of positive solutions for a class of fourth-order ordinary differential equations with nonlinear boundary value

Home > Archive>Volume 57, Issue 2, 2020 >236-242

Existence of positive solutions for a class of fourth-order ordinary differential equations with nonlinear boundary value
DOI:
                        
                    
Author:
                        ZHAO Zhong-ZiZHAO Zhong-Zi
College of Mathematics and Statistics, Northwest Normal University
Find this author on CNKI
Find this author on BaiDu
Search for this author on this site
MA Ru-YunMA Ru-Yun
College of Mathematics and Statistics, Northwest Normal University
Find this author on CNKI
Find this author on BaiDu
Search for this author on this site

                    
Affiliation:
Clc Number:O175.8
Fund Project:

Article

Figures

Metrics

Reference

Cited by

Abstract:

We study the existence of positive solutions for a class of fourth-order boundary value problem. The proof of the main results is based on the Dancer global bifurcation technique.

Key words:Existence; Nonlinear boundary condition; Bifurcation method; Positive solution

Get Citation

Cite this article as: ZHAO Zhong-Zi, MA Ru-Yun. Existence of positive solutions for a class of fourth-order ordinary differential equations with nonlinear boundary value [J]. J Sichuan Univ: Nat Sci Ed, 2020, 57: 236.

Copy

Article Metrics

Abstract:
PDF:
HTML:
Cited by:

History

Received:March 15,2019
Revised:May 10,2019
Adopted:May 14,2019
Online: March 25,2020
Published:

Home

About journal

Authors

Referees

Editors

Readers

Contact us

Get Citation

Share

Article Metrics

History