Existence of positive solutions for third-order periodic boundary value problems with indefinite weight

doi:10.19907/j.0490-6756.2022.061005

Home > Archive>Volume 59, Issue 6, 2022 >061005. DOI:10.19907/j.0490-6756.2022.061005

Existence of positive solutions for third-order periodic boundary value problems with indefinite weight
DOI:
                        10.19907/j.0490-6756.2022.061005
                    
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Affiliation:School of Mathematics and Statistics, Xidian university
Clc Number:O175.8
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Abstract:

This paper aims at the existence of positive solutions for the third-order periodic boundary value problems with indefinite weight, the proof of the main results is based on the Leray-Schauder fixed point theorem.

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Cite this article as: BO Zhi-Wei. Existence of positive solutions for third-order periodic boundary value problems with indefinite weight [J]. J Sichuan Univ: Nat Sci Ed, 2022, 59: 061005.

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Received:January 08,2022
Revised:February 25,2022
Adopted:March 12,2022
Online: November 30,2022
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