Vanishing properties of sign changing solutions to p-Laplace type equations in the plane
arXiv:1205.0785
Abstract
We study the nonlinear eigenvalue problem for the p-Laplacian, and more general problem constituting the Fucik spectrum. We are interested in some vanishing properties of sign changing solutions to these problems. Our method is applicable in the plane.
In v2, we discuss and fix a gap that was found in our method. However, our results are weaker after this modification