EXISTENCE OF THREE SOLUTIONS FOR NONLOCAL ELLIPTIC SYSTEM OF (p\(_1\) , ... , p\(_n\))-KIRCHHOFF TYPE

Authors

  • Ming-Lei Fang Anhui University of Science and Technology - College of Science
  • Shan Yue University of Liverpool - Department of Mathematics Science
  • Chun Li Zhengzhou University of Light Industry - Department of Mathematics and Information Science
  • Hao-Xiang Wang Cornell University - Department of Electrical and Computer Engineering

Keywords:

(p\(_1\) , ... , p\(_n\))-Kirchooff type system, multiple solutions, three critical points theory

Abstract

In this paper, we establish the existence of at least three solutions to a Dirichlet boundary problem involving the (p1 , ... , pn)-Kirchhoff type systems.  Our technical approach is mainly based on the general three critical points theorem obtained by Ricceri.

Cover of n°33 Italian Journal of Pure and Applied Mathematics

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Published

2014-12-29

How to Cite

Fang, M.-L., Yue, S., Li, C., & Wang, H.-X. (2014). EXISTENCE OF THREE SOLUTIONS FOR NONLOCAL ELLIPTIC SYSTEM OF (p\(_1\) , . , p\(_n\))-KIRCHHOFF TYPE. Italian Journal of Pure and Applied Mathematics, 33, 489–500. Retrieved from https://journals.uniurb.it/index.php/ijpam/article/view/6273

Issue

N°33 - December 2014

Section

Articoli - Forum Editrice

License

Copyright (c) 2014 Ming-Lei Fang, Shan Yue, Chun Li, Hao-Xiang Wang

Creative Commons License

This work is licensed under a Creative Commons Attribution 4.0 International License.

L'opera è pubblicata sotto  Licenza Creative Commons Attribuzione 4.0 Internazionale (CC-BY)

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