Bubbling on Boundary Submanifolds for the Lin-Ni-Takagi Problem at Higher Critical ExponentsReport as inadecuate



 Bubbling on Boundary Submanifolds for the Lin-Ni-Takagi Problem at Higher Critical Exponents


Bubbling on Boundary Submanifolds for the Lin-Ni-Takagi Problem at Higher Critical Exponents - Download this document for free, or read online. Document in PDF available to download.

Download or read this book online for free in PDF: Bubbling on Boundary Submanifolds for the Lin-Ni-Takagi Problem at Higher Critical Exponents
We consider the equation $d^2\Delta u - u+ u^{\frac{n-k+2}{n-k-2}} =0\,\hbox{in}\Omega $, under zero Neumann boundary conditions, where $\Omega$ is open, smooth and bounded and $d$ is a small positive parameter. We assume that there is a $k$-dimensional closed, embedded minimal submanifold $K$ of $\partial\Omega$, which is non-degenerate, and certa

Author: Manuel Del Pino; Fethi Mahmoudi; Monica Musso

Source: https://archive.org/







Related documents