Low perturbations of p-biharmonic equations with competing nonlinearities

R. Alsaedi; A. Dhifli; A. Ghanmi

doi:10.1080/17476933.2020.1747057

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Low perturbations of p-biharmonic equations with competing nonlinearities

Journal article

Peer reviewed

Low perturbations of p-biharmonic equations with competing nonlinearities

R. Alsaedi, A. Dhifli and A. Ghanmi

Complex variables and elliptic equations, Vol.66(4), pp.642-657

03/04/2021

DOI: https://doi.org/10.1080/17476933.2020.1747057

Abstract

p-biharmonic equation

p-Laplacian operator

Sobolev space

variational methods

In the present paper, by using a variational approach combined with the Nehari manifold method and fibreing maps, the existence of two non-trivial solutions for a class of p-biharmonic problems is obtained.

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Title: Low perturbations of p-biharmonic equations with competing nonlinearities
Creators - without role: R. Alsaedi - King Abdulaziz University
A. Dhifli - Tunis University
A. Ghanmi - Tunis University
Publication Details: Complex variables and elliptic equations, Vol.66(4), pp.642-657
Publisher: Taylor & Francis
Identifiers: 9933353508331
Academic Unit: University of Jeddah; King Abdulaziz University
Language: English
Resource Type: Journal article