Fredholm properties of the jacobi Operator of minimal conical hypersurfaces

Oscar Ivan Agudelo Rico, Matteo Rizzi

In this paper we study non-degeneracy properties of $\Sigma$ via the Jacobi operator $J_{\Sigma }:={\Delta }_{\Sigma }+|A_{\Sigma }{|}^2$ of a given minimal hypersurface $\Sigma$ asymptotic to a cone $C\subset \mathbb{R}^{N+…