Title of article
Infinitely many small energy solutions for fractional coupled Schrodinger system with critical growth
Author/Authors
Li ، Peiluan - Henan University of Science and Technology , Yuan ، Yuan - Memorial University of Newfoundland , Hui ، Yuanxian - Puer University
Pages
10
From page
4930
To page
4939
Abstract
In this paper, we investigate the small energy solutions for a coupled fractional Schrodinger system with critical growth. The existence criteria of infinitely many small energy solutions are established without Ambrosetti-Rabinowitz (A-R) condition by variant fountain theorem. Our main results are completely new and complement the previously known studies.
Keywords
Coupled fractional Schrodinger system , small energy solutions , variational methods , critical growth , variant fountain theorem
Journal title
Journal of Nonlinear Science and Applications
Serial Year
2017
Journal title
Journal of Nonlinear Science and Applications
Record number
2476859
Link To Document