Journal of Mathematical Sciences: Advances and ApplicationsAuthor's: Jing Zeng and Yongqing Li
Pages: [69] - [85]
Received Date: January 5, 2011
Submitted by:
In this paper, we study the existence of least energy solution of
nonlinear singularly perturbed equation
under a super-quadratic condition, which is weaker than the
Ambrosetti-Rabinwitz condition. We also give asymptotic expansion for
critical value of corresponding functional.
singularly perturbed equation, least energy solution, asymptotic expansion, critical value.
