| Authors | Seyfollah Mosazadeh and Fatemeh Kiyaee |
|---|---|
| Conference Title | First International Conference on Boundary Value Problems and Applications |
| Holding Date of Conference | 2018-07-04 |
| Event Place | Tabriz |
| Presented by | University of Kashan |
| Presentation | SPEECH |
| Conference Level | International Conferences |
Abstract
In the present paper, a boundary value problem consisting of a non-linear Sturm-Liouville equation having a symmetric potential and a spectral parameter $\lambda$ with Dirichlet boundary conditions on the interval
$I:=(-1,1)$ is investigated. For $1\leq q < \infty$, we obtain the asymptotic formula for the $L^{q}$-bifurcation curve $\lambda=\lambda(q,\alpha)$ as $\alpha \rightarrow \infty$