Advances in Partial Differential Equations in a problem involving $\phi$-Laplacian operator

Abstract: "We prove an existence result of positive radial solution for the problem $\Delta_\phi (u)=\lambda f(u)$ in a ball with homogeneous Dirichlet condition. In order to prove that, we use a shoothing method and our main tool is the use of Pohozaev Identity."

Back to Search Research Symposium Abstracts