Upper bounds for the eigenvalues of Hessian equations
We prove some upper bounds for the Dirichlet eigenvalues of a class of fully nonlinear elliptic equations, namely the Hessian equations
math.AP↗
arXiv subjects
Francesco Della Pietra
Publications and source records attributed to Francesco Della Pietra.
Anisotropic elliptic equations with general growth in the gradient and Hardy-type potentials
We give existence and regularity results for solutions of some nonlinear elliptic problems. The equations we deal with are modeled on a problem which involves in its principal part an anisotropic operator, a Hardy-type potential, and a lower-order term depending on the gradient.
math.AP↗